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POST ./high-horizontal-pump-vibration-dominant-at-2x-rpm

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                          <h2 class="pull-left">high horizontal pump vibration dominant at 2x rpm</h2>
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                                <h4 class="list-group-item-heading">Luis Eugene Tibre<span class="daysago text-muted">3 days ago</span></h4>
                                <div class="list-group-item-text"><span
                                    class="ThreadAttach"><a id="ctl04_AttachmentIconLink" title="high horizontal pump vibration dominant at 2x rpm" href="https://assetmanagementprofessionals.org/viewdocument/high-horizontal-pump-vibration-domi?CommunityKey=8bd30303-f65f-48d5-9a31-67cdfa4f4957&amp;tab=librarydocuments&amp;MessageKey=747e7e59-2ded-4802-b9cc-d842c5620b41"><i class="glyphicon glyphicon-paperclip"></i></a>
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                                  </span><a href="#bm747e7e59-2ded-4802-b9cc-d842c5620b41">dear all, 
 &nbsp;good day. i need help. i'm running out on what to check or i may have overlooked some factors. ...</a></div>
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                                  <h4 class="list-group-item-heading">Mohammed Abdalla<span class="daysago text-muted">2 days ago</span></h4>
                                  <div class="list-group-item-text"><a href="#bmd7becab9-f02f-4476-a556-018e17a54459">@luis 
  
 1- where are the historical measurements? They are not included in the report. 
 2- when ...</a></div>
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                                    <div class="list-group-item-image"><img id="ctl_imgDisplay75edca2f-40ef-4e56-8e5f-10b88cfc4485" class="profile-img-sm" height="20" width="20" biobubblekey="f4d7cd8b-725d-4c11-80a5-01873041c5ad"
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                                    <h4 class="list-group-item-heading">Luis Eugene Tibre<span class="daysago text-muted">2 days ago</span></h4>
                                    <div class="list-group-item-text"><a href="#bm32fba494-a5cb-40b6-96c2-018e17b866b5">Sir Mohammed  @Mohammed Abdalla  
 1- where are the historical measurements? They are not included ...</a></div>
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                                  <h4 class="list-group-item-heading">Dave Reynolds<span class="daysago text-muted">2 days ago</span></h4>
                                  <div class="list-group-item-text"><a href="#bm06733825-a092-4f57-afbf-018e18fef0ce">Natural frequency of your system/pump/piping/foundation is near 2x rpm. Your vibration data shows a ...</a></div>
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                                    <h4 class="list-group-item-heading">Luis Eugene Tibre<span class="daysago text-muted">2 days ago</span></h4>
                                    <div class="list-group-item-text"><a href="#bm8d71bdaf-a141-436c-9542-018e1b95f91b">@Dave Reynolds  sir, 
 &nbsp; &nbsp; &nbsp; &nbsp; Thank you for taking the time to read all the data and making these ...</a></div>
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                                      <h4 class="list-group-item-heading">Luis Eugene Tibre<span class="daysago text-muted">yesterday</span></h4>
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                                        </span><a href="#bm8053e66c-7567-481a-afac-018e1d7d1c86">attached screenshot of velocity with bearing spectrum   ------------------------------ Luis Eugene ...</a></div>
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                                  <h4 class="list-group-item-heading">Serge Borrell<span class="daysago text-muted">2 days ago</span></h4>
                                  <div class="list-group-item-text"><a href="#bm4afc3cc4-d634-4f3b-9006-018e19899004">Hi, 
  
 What is the model of  bearing for the pump. &nbsp; 
 Let's check if the pic at 2xrpm is close to ...</a></div>
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                                    <h4 class="list-group-item-heading">Luis Eugene Tibre<span class="daysago text-muted">yesterday</span></h4>
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                                      </span><a href="#bm05dacbbc-20ec-414b-85ed-018e1d793f5a">@Serge Borrell  sir, 
  &nbsp; &nbsp; There is some validity on your observation because when we pulled the bearings ...</a></div>
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                                  <h4 class="list-group-item-heading">Ralph Stewart<span class="daysago text-muted">21 hours ago</span></h4>
                                  <div class="list-group-item-text"><a href="#bm5afb3a94-bdd1-47bb-a68e-018e2111ec64">Luis Eugene Tibre, 
 It appears that you may have 60Hz line frequency power. Based on the 1x of 3570 ...</a></div>
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                                    <h4 class="list-group-item-heading">Jim Carrel<span class="daysago text-muted">13 hours ago</span></h4>
                                    <div class="list-group-item-text"><a href="#bm26ffbeb1-c022-4ff3-9785-0da237443b7f">Please collect a high resolution spectrum at the same horizontal location (12,000 cpm Fmax with the ...</a></div>
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                                              <span id="MainCopy_ctl07_ucMessageList_rptMessageList_lblApprovedDateEditedBy_0" class="timeAgoFormat text-muted">Posted 3 days ago<br>Edited by Luis Eugene Tibre 3 days ago</span>
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                                          <p>dear all,</p>
                                          <p>&nbsp;good day. i need help. i'm running out on what to check or i may have overlooked some factors. below is the description of the problem</p>
                                          <p dir="ltr"><strong>Make up centrifugal water pump:&nbsp;</strong></p>
                                          <p dir="ltr"><span><strong>&nbsp;&nbsp;Pump:</strong> Paco Pump, size: CL25123, stages: 1&nbsp;</span></p>
                                          <p dir="ltr"><span>&nbsp;<strong>&nbsp;Motor:</strong> Teco AEHL-WG,90Kw,460V, 3570 RPM, disc coupling type</span></p>
                                          <p dir="ltr"><span>&nbsp;&nbsp;&nbsp;</span></p>
                                          <p dir="ltr"><strong>Symptoms:</strong></p>
                                          <ul>
                                            <li dir="ltr" aria-level="1">
                                              <p dir="ltr" role="presentation"><span>High directional vibration specifically on horizontal on pump</span></p>
                                            </li>
                                            <li dir="ltr" aria-level="1">
                                              <p dir="ltr" role="presentation"><span>Dominant 2xrpm ,4hv-1358%,3hv- 171.7%</span></p>
                                            </li>
                                          </ul>
                                          <p dir="ltr"><strong>History correction made:</strong></p>
                                          <ul>
                                            <li dir="ltr" aria-level="1">
                                              <p dir="ltr" role="presentation"><span>Alignment check and correction (several times already)</span></p>
                                            </li>
                                            <li dir="ltr" aria-level="1">
                                              <p dir="ltr" role="presentation"><span>Shaft deflection check with noted 0.05 deflection on both shaft end impeller and coupling side (accepted)</span></p>
                                            </li>
                                            <li dir="ltr" aria-level="1">
                                              <p dir="ltr" role="presentation"><span>Housing tolerance and eccentricity check (sent to shop and corrected)</span></p>
                                            </li>
                                            <li dir="ltr" aria-level="1">
                                              <p dir="ltr" role="presentation"><span>Pipe stress/alignment check (acceptable)</span></p>
                                            </li>
                                          </ul>
                                          <p dir="ltr"><span>After these inspections and corrections, we are looking into possibility of </span><strong>Type B looseness</strong><span> due to rocking motion or cracks</span></p>
                                          <p dir="ltr"><strong>Initial inspection done:</strong></p>
                                          <ul>
                                            <li dir="ltr" aria-level="1">
                                              <p dir="ltr" role="presentation"><span>Check of pump base bolt- observed not penetrating the baseplate flooring, so we attempted to replaced with longer bolts. However, we discovered that the base
                                                  flooring hole is tapered and the longer bolt cannot get through. We just measured manually the total height (pump feet thickness+ basebolt plate thickness) if matches the length of the bolt to verify
                                                  that the whole thread is engaged with the base plate and end up returning the original bolt.<strong> </strong></span><strong>(Figure 1)</strong></p>
                                            </li>
                                            <li dir="ltr" aria-level="1">
                                              <p dir="ltr" role="presentation"><span>We observed that the base frame is also corroded. However I am not sure if it is main factor to the vibration since the base plate and the anchor bolts are still
                                                  intact. </span><strong>(Figure 1)</strong></p>
                                            </li>
                                            <li dir="ltr" aria-level="1">
                                              <p dir="ltr" role="presentation"><span>Measure vibration on discharge elbow pipe, 9mm/s</span><span></span></p>
                                            </li>
                                          </ul>
                                          <p>Thank you very much.</p>
                                          <p><br><br>------------------------------<br>Luis Eugene Tibre<br>------------------------------</p>
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                                          <p>@luis</p>
                                          <p></p>
                                          <p>1- where are the historical measurements? They are not included in the report.</p>
                                          <p>2- when the issue has started?</p>
                                          <p>3- cross section drawing for the pump and motor name plate.</p>
                                          <p>4- i think there is redundant (similar) pump, can you please share the vibration report for that pump, including spectral plots.</p>
                                          <p>5- have you checked the piping strain?</p>
                                          <p></p>
                                          <p>I see that you are using SKF software, and i see some unpleasant configuration for the measurements and the report. If you are willing to improve, i can help you remotely to make good configuration.</p>
                                          <p>Feel free to share the requested measurements as SKF. MAB file.&nbsp;</p>
                                          <p>Regards,</p>
                                          <p>Mohammed&nbsp;</p><br><br>------------------------------<br>Mohammed Abdalla<br>------------------------------<br><br>
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                                          <span id="MainCopy_ctl07_ucMessageList_rptMessageList_SecondMessageLabel_1" class="well" style="display:none;">Original Message:<br>Sent: 03-06-2024 06:14<br>From: Luis Eugene Tibre<br>Subject: high
                                            horizontal pump vibration dominant at 2x rpm<br><br>
                                            <p>dear all,</p>
                                            <p>&nbsp;good day. i need help. i'm running out on what to check or i may have overlooked some factors. below is the description of the problem</p>
                                            <p dir="ltr"><strong>Make up centrifugal water pump:&nbsp;</strong></p>
                                            <p dir="ltr"><span><strong>&nbsp;&nbsp;Pump:</strong> Paco Pump, size: CL25123, stages: 1&nbsp;</span></p>
                                            <p dir="ltr"><span>&nbsp;<strong>&nbsp;Motor:</strong> Teco AEHL-WG,90Kw,460V, 3570 RPM, disc coupling type</span></p>
                                            <p dir="ltr"><span>&nbsp;&nbsp;&nbsp;</span></p>
                                            <p dir="ltr"><strong>Symptoms:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>High directional vibration specifically on horizontal on pump</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Dominant 2xrpm ,4hv-1358%,3hv- 171.7%</span></p>
                                              </li>
                                            </ul>
                                            <p dir="ltr"><strong>History correction made:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Alignment check and correction (several times already)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Shaft deflection check with noted 0.05 deflection on both shaft end impeller and coupling side (accepted)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Housing tolerance and eccentricity check (sent to shop and corrected)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Pipe stress/alignment check (acceptable)</span></p>
                                              </li>
                                            </ul>
                                            <p dir="ltr"><span>After these inspections and corrections, we are looking into possibility of </span><strong>Type B looseness</strong><span> due to rocking motion or cracks</span></p>
                                            <p dir="ltr"><strong>Initial inspection done:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Check of pump base bolt- observed not penetrating the baseplate flooring, so we attempted to replaced with longer bolts. However, we discovered that the base
                                                    flooring hole is tapered and the longer bolt cannot get through. We just measured manually the total height (pump feet thickness+ basebolt plate thickness) if matches the length of the bolt to
                                                    verify that the whole thread is engaged with the base plate and end up returning the original bolt.<strong> </strong></span><strong>(Figure 1)</strong></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>We observed that the base frame is also corroded. However I am not sure if it is main factor to the vibration since the base plate and the anchor bolts are still
                                                    intact. </span><strong>(Figure 1)</strong></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Measure vibration on discharge elbow pipe, 9mm/s</span><span></span></p>
                                              </li>
                                            </ul>
                                            <p>Thank you very much.</p>
                                            <p><br><br>------------------------------<br>Luis Eugene Tibre<br>------------------------------</p>
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                                        <span id="MainCopy_ctl07_ucMessageList_rptMessageList_MessageTitleNoLiteral_2">3.&nbsp; </span>
                                        <span id="MainCopy_ctl07_ucMessageList_rptMessageList_MessageTitleLiteral_2" class="messagetitle">RE: high horizontal pump vibration dominant at 2x rpm</span>
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                                              <span id="MainCopy_ctl07_ucMessageList_rptMessageList_lblApprovedDateEditedBy_2" class="timeAgoFormat text-muted">Posted 2 days ago<br>Edited by Luis Eugene Tibre 2 days ago</span>
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                                          <p>Sir Mohammed
                                            <a class="user-content-mention" data-sign="@" data-contactkey="7885c606-ef5c-441e-9605-018730ad401d" data-tag-text="@Mohammed Abdalla" data-itemmentionkey="812e3455-178d-4e09-a2e8-02e7660183a0" biobubblekey="mention7885c606-ef5c-441e-9605-018730ad401d" href="https://assetmanagementprofessionals.org/people/mohammed-abdalla2" data-can-remove="False" data-hasqtip="6">@Mohammed Abdalla</a>
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                                          <p>1- where are the historical measurements? They are not included in the report.- i attached a sample amplitude table and screenshot of spectrums of most recent reading. i just choose one data, because its
                                            all the same every time. i can give a .mab file of longer sample if needed.</p>
                                          <p>2- when the issue has started? -since condition monitoring was implemented. 3-5 years i think.</p>
                                          <p>3- cross section drawing for the pump and motor name plate.- i'l&nbsp; find the manual.</p>
                                          <p>4- i think there is redundant (similar) pump, can you please share the vibration report for that pump, including spectral plots.- it has also history of high vibration. however it has been resolved because
                                            it had severe pipe misalignment both axial and radial and the lubrication was modified from grease to oil bath.</p>
                                          <p>5- have you checked the piping strain?- yes, it was acceptable for this pump</p>
                                          <p></p>
                                          <p>I see that you are using SKF software, and i see some unpleasant configuration for the measurements and the report. If you are willing to improve, i can help you remotely to make good configuration.- my
                                            techs just copied it from other existing hierarchies and renamed it.</p>
                                          <p><br><br>------------------------------<br>Luis Eugene Tibre<br>------------------------------<br><br>
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                                          <span id="MainCopy_ctl07_ucMessageList_rptMessageList_SecondMessageLabel_2" class="well" style="display:none;">Original Message:<br>Sent: 03-07-2024 01:48<br>From: Mohammed Abdalla<br>Subject: high horizontal
                                            pump vibration dominant at 2x rpm<br><br>
                                            <p></p>
                                            <p>@luis</p>
                                            <p></p>
                                            <p>1- where are the historical measurements? They are not included in the report.</p>
                                            <p>2- when the issue has started?</p>
                                            <p>3- cross section drawing for the pump and motor name plate.</p>
                                            <p>4- i think there is redundant (similar) pump, can you please share the vibration report for that pump, including spectral plots.</p>
                                            <p>5- have you checked the piping strain?</p>
                                            <p></p>
                                            <p>I see that you are using SKF software, and i see some unpleasant configuration for the measurements and the report. If you are willing to improve, i can help you remotely to make good configuration.</p>
                                            <p>Feel free to share the requested measurements as SKF. MAB file.&nbsp;</p>
                                            <p>Regards,</p>
                                            <p>Mohammed&nbsp;</p>
                                            <p><br><br>------------------------------<br>Mohammed Abdalla<br><br>Original Message:<br>Sent: 03-06-2024 06:14<br>From: Luis Eugene Tibre<br>Subject: high horizontal pump vibration dominant at 2x
                                              rpm<br><br></p>
                                            <p>dear all,</p>
                                            <p>&nbsp;good day. i need help. i'm running out on what to check or i may have overlooked some factors. below is the description of the problem</p>
                                            <p dir="ltr"><strong>Make up centrifugal water pump:&nbsp;</strong></p>
                                            <p dir="ltr"><span><strong>&nbsp;&nbsp;Pump:</strong> Paco Pump, size: CL25123, stages: 1&nbsp;</span></p>
                                            <p dir="ltr"><span>&nbsp;<strong>&nbsp;Motor:</strong> Teco AEHL-WG,90Kw,460V, 3570 RPM, disc coupling type</span></p>
                                            <p dir="ltr"><span>&nbsp;&nbsp;&nbsp;</span></p>
                                            <p dir="ltr"><strong>Symptoms:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>High directional vibration specifically on horizontal on pump</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Dominant 2xrpm ,4hv-1358%,3hv- 171.7%</span></p>
                                              </li>
                                            </ul>
                                            <p dir="ltr"><strong>History correction made:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Alignment check and correction (several times already)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Shaft deflection check with noted 0.05 deflection on both shaft end impeller and coupling side (accepted)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Housing tolerance and eccentricity check (sent to shop and corrected)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Pipe stress/alignment check (acceptable)</span></p>
                                              </li>
                                            </ul>
                                            <p dir="ltr"><span>After these inspections and corrections, we are looking into possibility of </span><strong>Type B looseness</strong><span> due to rocking motion or cracks</span></p>
                                            <p dir="ltr"><strong>Initial inspection done:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Check of pump base bolt- observed not penetrating the baseplate flooring, so we attempted to replaced with longer bolts. However, we discovered that the base
                                                    flooring hole is tapered and the longer bolt cannot get through. We just measured manually the total height (pump feet thickness+ basebolt plate thickness) if matches the length of the bolt to
                                                    verify that the whole thread is engaged with the base plate and end up returning the original bolt.<strong> </strong></span><strong>(Figure 1)</strong></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>We observed that the base frame is also corroded. However I am not sure if it is main factor to the vibration since the base plate and the anchor bolts are still
                                                    intact. </span><strong>(Figure 1)</strong></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Measure vibration on discharge elbow pipe, 9mm/s</span><span></span></p>
                                              </li>
                                            </ul>
                                            <p>Thank you very much.</p>
                                            <p><br><br>------------------------------<br>Luis Eugene Tibre<br>------------------------------</p>
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                                          <p>Natural frequency of your system/pump/piping/foundation is near 2x rpm. Your vibration data shows a small "mound" of energy at the base of 2x in horizontal direction, this is and indication that this
                                            frequency is close to or at the system natural frequency.</p>
                                          <p>The large ratio of vibration from H to V is also and indication of a natural frequency. With machine running, monitor live time vibration spectrum, tap/strike pump casing/volute in horizontal direction,
                                            observe which peak/s rise in amplitude or if there is a skirt that rises and falls as you impact machine</p>
                                          <p>Sounds like you are doing all the right checks/activities, but as you observed the base is in horrible shape on the "inside", looks good on the outside.....the base should have been filled full of grout
                                            when originally installed.</p>
                                          <p>The weak base is creating running misalignment. Machine at rest is/could be perfectly aligned, once you start the machine and the base starts moving, the vibration data now shows misalignment/elevated 2x
                                            rpm.</p>
                                          <p>Take live time overall or spectral data on the pump base where it is bolted to concrete&nbsp; Take 10 readings per side the length of the pump base and record the vibration overall vibration, you should
                                            expect to see vibration levels of .3 mm/sec or less, if you have other pumps that have a better base or grouted, compare base vibration levels to see how much difference there is between good and bad
                                            installation.</p>
                                          <p>Company that makes awesome pump bases if you are looking to replace. <a href="https://ppe-corp.com/product-categories/baseplates/">Pump bases</a></p>
                                          <p></p><br><br>------------------------------<br>Dave Reynolds<br><a href="http://www.midlandsrc.com">www.midlandsrc.com</a><br>------------------------------<br><br>
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                                          <span id="MainCopy_ctl07_ucMessageList_rptMessageList_SecondMessageLabel_3" class="well" style="display:none;">Original Message:<br>Sent: 03-06-2024 06:14<br>From: Luis Eugene Tibre<br>Subject: high
                                            horizontal pump vibration dominant at 2x rpm<br><br>
                                            <p>dear all,</p>
                                            <p>&nbsp;good day. i need help. i'm running out on what to check or i may have overlooked some factors. below is the description of the problem</p>
                                            <p dir="ltr"><strong>Make up centrifugal water pump:&nbsp;</strong></p>
                                            <p dir="ltr"><span><strong>&nbsp;&nbsp;Pump:</strong> Paco Pump, size: CL25123, stages: 1&nbsp;</span></p>
                                            <p dir="ltr"><span>&nbsp;<strong>&nbsp;Motor:</strong> Teco AEHL-WG,90Kw,460V, 3570 RPM, disc coupling type</span></p>
                                            <p dir="ltr"><span>&nbsp;&nbsp;&nbsp;</span></p>
                                            <p dir="ltr"><strong>Symptoms:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>High directional vibration specifically on horizontal on pump</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Dominant 2xrpm ,4hv-1358%,3hv- 171.7%</span></p>
                                              </li>
                                            </ul>
                                            <p dir="ltr"><strong>History correction made:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Alignment check and correction (several times already)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Shaft deflection check with noted 0.05 deflection on both shaft end impeller and coupling side (accepted)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Housing tolerance and eccentricity check (sent to shop and corrected)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Pipe stress/alignment check (acceptable)</span></p>
                                              </li>
                                            </ul>
                                            <p dir="ltr"><span>After these inspections and corrections, we are looking into possibility of </span><strong>Type B looseness</strong><span> due to rocking motion or cracks</span></p>
                                            <p dir="ltr"><strong>Initial inspection done:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Check of pump base bolt- observed not penetrating the baseplate flooring, so we attempted to replaced with longer bolts. However, we discovered that the base
                                                    flooring hole is tapered and the longer bolt cannot get through. We just measured manually the total height (pump feet thickness+ basebolt plate thickness) if matches the length of the bolt to
                                                    verify that the whole thread is engaged with the base plate and end up returning the original bolt.<strong> </strong></span><strong>(Figure 1)</strong></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>We observed that the base frame is also corroded. However I am not sure if it is main factor to the vibration since the base plate and the anchor bolts are still
                                                    intact. </span><strong>(Figure 1)</strong></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Measure vibration on discharge elbow pipe, 9mm/s</span><span></span></p>
                                              </li>
                                            </ul>
                                            <p>Thank you very much.</p>
                                            <p><br><br>------------------------------<br>Luis Eugene Tibre<br>------------------------------</p>
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                                        <span id="MainCopy_ctl07_ucMessageList_rptMessageList_MessageTitleLiteral_4" class="messagetitle">RE: high horizontal pump vibration dominant at 2x rpm</span>
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                                              <span id="MainCopy_ctl07_ucMessageList_rptMessageList_lblApprovedDateEditedBy_4" class="timeAgoFormat text-muted">Posted 2 days ago<br>Edited by Luis Eugene Tibre yesterday</span>
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                                            <a class="user-content-mention" data-sign="@" data-contactkey="1960ccb9-1faf-48ca-84eb-01872f56cfc5" data-tag-text="@Dave Reynolds" data-itemmentionkey="028d0a86-ad2b-4378-852d-94fcba11af5b" biobubblekey="mention1960ccb9-1faf-48ca-84eb-01872f56cfc5" href="https://assetmanagementprofessionals.org/people/dave-reynolds" data-can-remove="False" data-hasqtip="7">@Dave Reynolds</a>
                                            sir,</p>
                                          <p>&nbsp; &nbsp; &nbsp; &nbsp; Thank you for taking the time to read all the data and making these input recommendations. i also noticed that mound at the base of the 2xrpm and also considering a running
                                            misalignment issue due to the corrosion and no grouting at pump side. We also took reading on the pump feet and the base plate both sides; its pump feet- 2 mm/s and 2.65 mm/s, baseplate- 2.68 mm/s and 2.95
                                            mm/s, base frame floor- 1.65 mm/s and 1.93 mm/s. I will try to learn how to conduct bump test on our skf microlog.</p>
                                          <p>i forgot to mention that when the latest pullout of bearings, there were signs of movement of the outer rings. i was puzzled because when it was brought to the shop, the housing was acceptable. &nbsp;
                                            &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;
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                                          <p>&nbsp;Thank you.</p>
                                          <p><br><br>------------------------------<br>Luis Eugene Tibre<br>------------------------------<br><br>
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                                          <span id="MainCopy_ctl07_ucMessageList_rptMessageList_SecondMessageLabel_4" class="well" style="display:none;">Original Message:<br>Sent: 03-07-2024 08:17<br>From: Dave Reynolds<br>Subject: high horizontal
                                            pump vibration dominant at 2x rpm<br><br>
                                            <p></p>
                                            <p>Natural frequency of your system/pump/piping/foundation is near 2x rpm. Your vibration data shows a small "mound" of energy at the base of 2x in horizontal direction, this is and indication that this
                                              frequency is close to or at the system natural frequency.</p>
                                            <p>The large ratio of vibration from H to V is also and indication of a natural frequency. With machine running, monitor live time vibration spectrum, tap/strike pump casing/volute in horizontal direction,
                                              observe which peak/s rise in amplitude or if there is a skirt that rises and falls as you impact machine</p>
                                            <p>Sounds like you are doing all the right checks/activities, but as you observed the base is in horrible shape on the "inside", looks good on the outside.....the base should have been filled full of grout
                                              when originally installed.</p>
                                            <p>The weak base is creating running misalignment. Machine at rest is/could be perfectly aligned, once you start the machine and the base starts moving, the vibration data now shows misalignment/elevated 2x
                                              rpm.</p>
                                            <p>Take live time overall or spectral data on the pump base where it is bolted to concrete&nbsp; Take 10 readings per side the length of the pump base and record the vibration overall vibration, you should
                                              expect to see vibration levels of .3 mm/sec or less, if you have other pumps that have a better base or grouted, compare base vibration levels to see how much difference there is between good and bad
                                              installation.</p>
                                            <p>Company that makes awesome pump bases if you are looking to replace. <a href="https://ppe-corp.com/product-categories/baseplates/">Pump bases</a></p>
                                            <p></p>
                                            <p><br><br>------------------------------<br>Dave Reynolds<br><a href="http://www.midlandsrc.com">www.midlandsrc.com</a><br><br>Original Message:<br>Sent: 03-06-2024 06:14<br>From: Luis Eugene
                                              Tibre<br>Subject: high horizontal pump vibration dominant at 2x rpm<br><br></p>
                                            <p>dear all,</p>
                                            <p>&nbsp;good day. i need help. i'm running out on what to check or i may have overlooked some factors. below is the description of the problem</p>
                                            <p dir="ltr"><strong>Make up centrifugal water pump:&nbsp;</strong></p>
                                            <p dir="ltr"><span><strong>&nbsp;&nbsp;Pump:</strong> Paco Pump, size: CL25123, stages: 1&nbsp;</span></p>
                                            <p dir="ltr"><span>&nbsp;<strong>&nbsp;Motor:</strong> Teco AEHL-WG,90Kw,460V, 3570 RPM, disc coupling type</span></p>
                                            <p dir="ltr"><span>&nbsp;&nbsp;&nbsp;</span></p>
                                            <p dir="ltr"><strong>Symptoms:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>High directional vibration specifically on horizontal on pump</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Dominant 2xrpm ,4hv-1358%,3hv- 171.7%</span></p>
                                              </li>
                                            </ul>
                                            <p dir="ltr"><strong>History correction made:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Alignment check and correction (several times already)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Shaft deflection check with noted 0.05 deflection on both shaft end impeller and coupling side (accepted)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Housing tolerance and eccentricity check (sent to shop and corrected)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Pipe stress/alignment check (acceptable)</span></p>
                                              </li>
                                            </ul>
                                            <p dir="ltr"><span>After these inspections and corrections, we are looking into possibility of </span><strong>Type B looseness</strong><span> due to rocking motion or cracks</span></p>
                                            <p dir="ltr"><strong>Initial inspection done:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Check of pump base bolt- observed not penetrating the baseplate flooring, so we attempted to replaced with longer bolts. However, we discovered that the base
                                                    flooring hole is tapered and the longer bolt cannot get through. We just measured manually the total height (pump feet thickness+ basebolt plate thickness) if matches the length of the bolt to
                                                    verify that the whole thread is engaged with the base plate and end up returning the original bolt.<strong> </strong></span><strong>(Figure 1)</strong></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>We observed that the base frame is also corroded. However I am not sure if it is main factor to the vibration since the base plate and the anchor bolts are still
                                                    intact. </span><strong>(Figure 1)</strong></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Measure vibration on discharge elbow pipe, 9mm/s</span><span></span></p>
                                              </li>
                                            </ul>
                                            <p>Thank you very much.</p>
                                            <p><br><br>------------------------------<br>Luis Eugene Tibre<br>------------------------------</p>
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                                          <p>attached screenshot of velocity with bearing spectrum</p><br><br>------------------------------<br>Luis Eugene Tibre<br>------------------------------<br><br>
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                                          <span id="MainCopy_ctl07_ucMessageList_rptMessageList_SecondMessageLabel_5" class="well" style="display:none;">Original Message:<br>Sent: 03-07-2024 20:07<br>From: Luis Eugene Tibre<br>Subject: high
                                            horizontal pump vibration dominant at 2x rpm<br><br>
                                            <p>
                                              <a class="user-content-mention" data-sign="@" data-contactkey="1960ccb9-1faf-48ca-84eb-01872f56cfc5" data-tag-text="@Dave Reynolds" data-itemmentionkey="028d0a86-ad2b-4378-852d-94fcba11af5b" biobubblekey="mention1960ccb9-1faf-48ca-84eb-01872f56cfc5" href="https://assetmanagementprofessionals.org/people/dave-reynolds" data-can-remove="False">@Dave Reynolds</a>
                                              sir,</p>
                                            <p>&nbsp; &nbsp; &nbsp; &nbsp; Thank you for taking the time to read all the data and making these input recommendations. i also noticed that mound at the base of the 2xrpm and also considering a running
                                              misalignment issue due to the corrosion and no grouting at pump side. We also took reading on the pump feet and the base plate both sides; its pump feet- 2 mm/s and 2.65 mm/s, baseplate- 2.68 mm/s and
                                              2.95 mm/s, base frame floor- 1.65 mm/s and 1.93 mm/s. I will try to learn how to conduct bump test on our skf microlog.</p>
                                            <p>i forgot to mention that when the latest pullout of bearings, there were signs of movement of the outer rings. i was puzzled because when it was brought to the shop, the housing was acceptable. &nbsp;
                                              &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;
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                                              &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;</p>
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                                            <p>&nbsp;Thank you.</p>
                                            <p><br><br>------------------------------<br>Luis Eugene Tibre<br><br>Original Message:<br>Sent: 03-07-2024 08:17<br>From: Dave Reynolds<br>Subject: high horizontal pump vibration dominant at 2x rpm<br><br>
                                            </p>
                                            <p>Natural frequency of your system/pump/piping/foundation is near 2x rpm. Your vibration data shows a small "mound" of energy at the base of 2x in horizontal direction, this is and indication that this
                                              frequency is close to or at the system natural frequency.</p>
                                            <p>The large ratio of vibration from H to V is also and indication of a natural frequency. With machine running, monitor live time vibration spectrum, tap/strike pump casing/volute in horizontal direction,
                                              observe which peak/s rise in amplitude or if there is a skirt that rises and falls as you impact machine</p>
                                            <p>Sounds like you are doing all the right checks/activities, but as you observed the base is in horrible shape on the "inside", looks good on the outside.....the base should have been filled full of grout
                                              when originally installed.</p>
                                            <p>The weak base is creating running misalignment. Machine at rest is/could be perfectly aligned, once you start the machine and the base starts moving, the vibration data now shows misalignment/elevated 2x
                                              rpm.</p>
                                            <p>Take live time overall or spectral data on the pump base where it is bolted to concrete&nbsp; Take 10 readings per side the length of the pump base and record the vibration overall vibration, you should
                                              expect to see vibration levels of .3 mm/sec or less, if you have other pumps that have a better base or grouted, compare base vibration levels to see how much difference there is between good and bad
                                              installation.</p>
                                            <p>Company that makes awesome pump bases if you are looking to replace. <a href="https://ppe-corp.com/product-categories/baseplates/">Pump bases</a></p>
                                            <p></p>
                                            <p><br><br>------------------------------<br>Dave Reynolds<br><a href="http://www.midlandsrc.com">www.midlandsrc.com</a><br><br>Original Message:<br>Sent: 03-06-2024 06:14<br>From: Luis Eugene
                                              Tibre<br>Subject: high horizontal pump vibration dominant at 2x rpm<br><br></p>
                                            <p>dear all,</p>
                                            <p>&nbsp;good day. i need help. i'm running out on what to check or i may have overlooked some factors. below is the description of the problem</p>
                                            <p dir="ltr"><strong>Make up centrifugal water pump:&nbsp;</strong></p>
                                            <p dir="ltr"><span><strong>&nbsp;&nbsp;Pump:</strong> Paco Pump, size: CL25123, stages: 1&nbsp;</span></p>
                                            <p dir="ltr"><span>&nbsp;<strong>&nbsp;Motor:</strong> Teco AEHL-WG,90Kw,460V, 3570 RPM, disc coupling type</span></p>
                                            <p dir="ltr"><span>&nbsp;&nbsp;&nbsp;</span></p>
                                            <p dir="ltr"><strong>Symptoms:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>High directional vibration specifically on horizontal on pump</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Dominant 2xrpm ,4hv-1358%,3hv- 171.7%</span></p>
                                              </li>
                                            </ul>
                                            <p dir="ltr"><strong>History correction made:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Alignment check and correction (several times already)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Shaft deflection check with noted 0.05 deflection on both shaft end impeller and coupling side (accepted)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Housing tolerance and eccentricity check (sent to shop and corrected)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Pipe stress/alignment check (acceptable)</span></p>
                                              </li>
                                            </ul>
                                            <p dir="ltr"><span>After these inspections and corrections, we are looking into possibility of </span><strong>Type B looseness</strong><span> due to rocking motion or cracks</span></p>
                                            <p dir="ltr"><strong>Initial inspection done:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Check of pump base bolt- observed not penetrating the baseplate flooring, so we attempted to replaced with longer bolts. However, we discovered that the base
                                                    flooring hole is tapered and the longer bolt cannot get through. We just measured manually the total height (pump feet thickness+ basebolt plate thickness) if matches the length of the bolt to
                                                    verify that the whole thread is engaged with the base plate and end up returning the original bolt.<strong> </strong></span><strong>(Figure 1)</strong></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>We observed that the base frame is also corroded. However I am not sure if it is main factor to the vibration since the base plate and the anchor bolts are still
                                                    intact. </span><strong>(Figure 1)</strong></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Measure vibration on discharge elbow pipe, 9mm/s</span><span></span></p>
                                              </li>
                                            </ul>
                                            <p>Thank you very much.</p>
                                            <p><br><br>------------------------------<br>Luis Eugene Tibre<br>------------------------------</p>
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                                          <p>Hi,</p>
                                          <p></p>
                                          <p>What is the model of <strong>bearing for the pump.</strong>&nbsp;</p>
                                          <p>Let's check if the pic at 2xrpm is close to one of the bearing defect frequency. May be external or internal race.</p>
                                          <p>It can be bearing not sitting well with sitting damage</p>
                                          <p></p>
                                          <p>Regards</p>
                                          <p>Serge</p>
                                          <p></p><br><br>------------------------------<br>Serge Borrell<br>------------------------------<br><br>
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                                          <span id="MainCopy_ctl07_ucMessageList_rptMessageList_SecondMessageLabel_6" class="well" style="display:none;">Original Message:<br>Sent: 03-06-2024 06:14<br>From: Luis Eugene Tibre<br>Subject: high
                                            horizontal pump vibration dominant at 2x rpm<br><br>
                                            <p>dear all,</p>
                                            <p>&nbsp;good day. i need help. i'm running out on what to check or i may have overlooked some factors. below is the description of the problem</p>
                                            <p dir="ltr"><strong>Make up centrifugal water pump:&nbsp;</strong></p>
                                            <p dir="ltr"><span><strong>&nbsp;&nbsp;Pump:</strong> Paco Pump, size: CL25123, stages: 1&nbsp;</span></p>
                                            <p dir="ltr"><span>&nbsp;<strong>&nbsp;Motor:</strong> Teco AEHL-WG,90Kw,460V, 3570 RPM, disc coupling type</span></p>
                                            <p dir="ltr"><span>&nbsp;&nbsp;&nbsp;</span></p>
                                            <p dir="ltr"><strong>Symptoms:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>High directional vibration specifically on horizontal on pump</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Dominant 2xrpm ,4hv-1358%,3hv- 171.7%</span></p>
                                              </li>
                                            </ul>
                                            <p dir="ltr"><strong>History correction made:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Alignment check and correction (several times already)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Shaft deflection check with noted 0.05 deflection on both shaft end impeller and coupling side (accepted)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Housing tolerance and eccentricity check (sent to shop and corrected)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Pipe stress/alignment check (acceptable)</span></p>
                                              </li>
                                            </ul>
                                            <p dir="ltr"><span>After these inspections and corrections, we are looking into possibility of </span><strong>Type B looseness</strong><span> due to rocking motion or cracks</span></p>
                                            <p dir="ltr"><strong>Initial inspection done:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Check of pump base bolt- observed not penetrating the baseplate flooring, so we attempted to replaced with longer bolts. However, we discovered that the base
                                                    flooring hole is tapered and the longer bolt cannot get through. We just measured manually the total height (pump feet thickness+ basebolt plate thickness) if matches the length of the bolt to
                                                    verify that the whole thread is engaged with the base plate and end up returning the original bolt.<strong> </strong></span><strong>(Figure 1)</strong></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>We observed that the base frame is also corroded. However I am not sure if it is main factor to the vibration since the base plate and the anchor bolts are still
                                                    intact. </span><strong>(Figure 1)</strong></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Measure vibration on discharge elbow pipe, 9mm/s</span><span></span></p>
                                              </li>
                                            </ul>
                                            <p>Thank you very much.</p>
                                            <p><br><br>------------------------------<br>Luis Eugene Tibre<br>------------------------------</p>
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                                            <a class="user-content-mention" data-sign="@" data-contactkey="6568ee5c-a1db-4bdd-9bf0-01873050c7cd" data-tag-text="@Serge Borrell" data-itemmentionkey="258d930f-a93f-4904-a4d8-b9d129c9a67f" biobubblekey="mention6568ee5c-a1db-4bdd-9bf0-01873050c7cd" href="https://assetmanagementprofessionals.org/people/serge-borrell" data-can-remove="False" data-hasqtip="8">@Serge Borrell</a>
                                            sir,</p>
                                          <p dir="ltr" role="presentation"><span>&nbsp; &nbsp; There is some validity on your observation because when we pulled the bearings there signs of rotation on the outer ring. However, what puzzles me is that
                                              the bearing housing was sent to machine shop and have the housing measured in 3 different points and they said that the fit is acceptable. I attached the image of the pulled out bearings. Bearings are
                                            </span><span>3310B C3, 6311Z C3. In addition, bsf frequency of 6311 coincides with the 2x rpm. i have attached screenshots of pulled out bearings and spectrum with bearing frequencies. Several times we have
                                              replaced the bearings, maintenance said they are using hydraulic press. i have uploade scrrengrab of the velocity spectrum with assigned bearing frequencies and the latest pulled out bearing. What to do
                                              next?</span></p>
                                          <p></p><br><br>------------------------------<br>Luis Eugene Tibre<br>------------------------------<br><br>
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                                          <span id="MainCopy_ctl07_ucMessageList_rptMessageList_SecondMessageLabel_7" class="well" style="display:none;">Original Message:<br>Sent: 03-07-2024 10:35<br>From: Serge Borrell<br>Subject: high horizontal
                                            pump vibration dominant at 2x rpm<br><br>
                                            <p>Hi,</p>
                                            <p></p>
                                            <p>What is the model of <strong>bearing for the pump.</strong>&nbsp;</p>
                                            <p>Let's check if the pic at 2xrpm is close to one of the bearing defect frequency. May be external or internal race.</p>
                                            <p>It can be bearing not sitting well with sitting damage</p>
                                            <p></p>
                                            <p>Regards</p>
                                            <p>Serge</p>
                                            <p></p><br><br>------------------------------<br>Serge Borrell<br><br>Original Message:<br>Sent: 03-06-2024 06:14<br>From: Luis Eugene Tibre<br>Subject: high horizontal pump vibration dominant at 2x
                                            rpm<br><br>
                                            <p>dear all,</p>
                                            <p>&nbsp;good day. i need help. i'm running out on what to check or i may have overlooked some factors. below is the description of the problem</p>
                                            <p dir="ltr"><strong>Make up centrifugal water pump:&nbsp;</strong></p>
                                            <p dir="ltr"><span><strong>&nbsp;&nbsp;Pump:</strong> Paco Pump, size: CL25123, stages: 1&nbsp;</span></p>
                                            <p dir="ltr"><span>&nbsp;<strong>&nbsp;Motor:</strong> Teco AEHL-WG,90Kw,460V, 3570 RPM, disc coupling type</span></p>
                                            <p dir="ltr"><span>&nbsp;&nbsp;&nbsp;</span></p>
                                            <p dir="ltr"><strong>Symptoms:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>High directional vibration specifically on horizontal on pump</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Dominant 2xrpm ,4hv-1358%,3hv- 171.7%</span></p>
                                              </li>
                                            </ul>
                                            <p dir="ltr"><strong>History correction made:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Alignment check and correction (several times already)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Shaft deflection check with noted 0.05 deflection on both shaft end impeller and coupling side (accepted)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Housing tolerance and eccentricity check (sent to shop and corrected)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Pipe stress/alignment check (acceptable)</span></p>
                                              </li>
                                            </ul>
                                            <p dir="ltr"><span>After these inspections and corrections, we are looking into possibility of </span><strong>Type B looseness</strong><span> due to rocking motion or cracks</span></p>
                                            <p dir="ltr"><strong>Initial inspection done:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Check of pump base bolt- observed not penetrating the baseplate flooring, so we attempted to replaced with longer bolts. However, we discovered that the base
                                                    flooring hole is tapered and the longer bolt cannot get through. We just measured manually the total height (pump feet thickness+ basebolt plate thickness) if matches the length of the bolt to
                                                    verify that the whole thread is engaged with the base plate and end up returning the original bolt.<strong> </strong></span><strong>(Figure 1)</strong></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>We observed that the base frame is also corroded. However I am not sure if it is main factor to the vibration since the base plate and the anchor bolts are still
                                                    intact. </span><strong>(Figure 1)</strong></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Measure vibration on discharge elbow pipe, 9mm/s</span><span></span></p>
                                              </li>
                                            </ul>
                                            <p>Thank you very much.</p>
                                            <p><br><br>------------------------------<br>Luis Eugene Tibre<br>------------------------------</p>
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                                        <span id="MainCopy_ctl07_ucMessageList_rptMessageList_MessageTitleLiteral_8" class="messagetitle">RE: high horizontal pump vibration dominant at 2x rpm</span>
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                                              <span id="MainCopy_ctl07_ucMessageList_rptMessageList_lblApprovedDateEditedBy_8" class="timeAgoFormat text-muted">Posted 21 hours ago</span>
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                                          <p>Luis Eugene Tibre,</p>
                                          <p>It appears that you may have 60Hz line frequency power. Based on the 1x of 3570 RPM?</p>
                                          <p>Are you 100% sure this 2x RPM is a real 2xRPM&nbsp; and not&nbsp; 2x Line Frequency? Confirming this with a low Fmax Spectrum, (500 Hz) with&nbsp; high Lines of Resolution 1600 or 3200 LOR<span
                                              style="text-decoration: underline;"><em><strong>.</strong></em></span></p>
                                          <p><strong>A SAFE WAY TO CHECK 2xLF is by monitoring the spectrum and turn off the POWER at the same time. If the 2x disappears, the problem is electrical.<br></strong></p>
                                          <p><strong>I have done the following I but do not recommend it to anyone:&nbsp;<span style="text-decoration: underline;"><em>TRY THIS AT YOUR OWN RISK.</em></span><br></strong></p>
                                          <p>Slowly loosen 1 motor hold-down bolt at a time and watching the spectrum in "live mode" to see if the "2x" disappears when any one (1)&nbsp; bolt is loosened. (But be sure to tighten it back before going
                                            to the next bolt).&nbsp; If 2x LF is the problem (caused by a twisted motor frame, which changes the rotor to field gap clearance),,,, the "2x" will go away or decrease in amplitude when the "soft-foot" is
                                            located. </p>
                                          <p>Thanks,</p><br><br>------------------------------<br>Ralph Stewart<br>------------------------------<br><br>
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                                          <span id="MainCopy_ctl07_ucMessageList_rptMessageList_SecondMessageLabel_8" class="well" style="display:none;">Original Message:<br>Sent: 03-06-2024 06:14<br>From: Luis Eugene Tibre<br>Subject: high
                                            horizontal pump vibration dominant at 2x rpm<br><br>
                                            <p>dear all,</p>
                                            <p>&nbsp;good day. i need help. i'm running out on what to check or i may have overlooked some factors. below is the description of the problem</p>
                                            <p dir="ltr"><strong>Make up centrifugal water pump:&nbsp;</strong></p>
                                            <p dir="ltr"><span><strong>&nbsp;&nbsp;Pump:</strong> Paco Pump, size: CL25123, stages: 1&nbsp;</span></p>
                                            <p dir="ltr"><span>&nbsp;<strong>&nbsp;Motor:</strong> Teco AEHL-WG,90Kw,460V, 3570 RPM, disc coupling type</span></p>
                                            <p dir="ltr"><span>&nbsp;&nbsp;&nbsp;</span></p>
                                            <p dir="ltr"><strong>Symptoms:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>High directional vibration specifically on horizontal on pump</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Dominant 2xrpm ,4hv-1358%,3hv- 171.7%</span></p>
                                              </li>
                                            </ul>
                                            <p dir="ltr"><strong>History correction made:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Alignment check and correction (several times already)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Shaft deflection check with noted 0.05 deflection on both shaft end impeller and coupling side (accepted)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Housing tolerance and eccentricity check (sent to shop and corrected)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Pipe stress/alignment check (acceptable)</span></p>
                                              </li>
                                            </ul>
                                            <p dir="ltr"><span>After these inspections and corrections, we are looking into possibility of </span><strong>Type B looseness</strong><span> due to rocking motion or cracks</span></p>
                                            <p dir="ltr"><strong>Initial inspection done:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Check of pump base bolt- observed not penetrating the baseplate flooring, so we attempted to replaced with longer bolts. However, we discovered that the base
                                                    flooring hole is tapered and the longer bolt cannot get through. We just measured manually the total height (pump feet thickness+ basebolt plate thickness) if matches the length of the bolt to
                                                    verify that the whole thread is engaged with the base plate and end up returning the original bolt.<strong> </strong></span><strong>(Figure 1)</strong></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>We observed that the base frame is also corroded. However I am not sure if it is main factor to the vibration since the base plate and the anchor bolts are still
                                                    intact. </span><strong>(Figure 1)</strong></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Measure vibration on discharge elbow pipe, 9mm/s</span><span></span></p>
                                              </li>
                                            </ul>
                                            <p>Thank you very much.</p>
                                            <p><br><br>------------------------------<br>Luis Eugene Tibre<br>------------------------------</p>
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                                        <span id="MainCopy_ctl07_ucMessageList_rptMessageList_MessageTitleLiteral_9" class="messagetitle">RE: high horizontal pump vibration dominant at 2x rpm</span>
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                                          <p>Please collect a high resolution spectrum at the same horizontal location (12,000 cpm Fmax with the same resolution you are currently using). That way you will be able to separate 2xTS, 2xFl, and 1xBSF
                                            into discrete peaks.&nbsp;</p>
                                          <p>Also, check phase your base across several mounting interfaces. For instance, pump foot to platform, platform to base, base to floor, etc. Collect at each interface and look for a possible 180 degree phase
                                            shift. That would be an indication of a loose mount that is manifested during pump operation. Keep the measurement locations consistent.</p>
                                          <p>You can also determine possible misalignment by using comparative phase across the coupling. Collect phase on the motor bearing in the horizontal direction and on the pump bearing in the same orientation.
                                            Look for any phase shifts. Do the same with vortical and axial.</p>
                                          <p>Please do not attempt to loosen mounting bolts during operation!</p>
                                          <p>Please keep us posted!</p><br><br>------------------------------<br>Jim Carrel<br>COO<br>Forum Reliability, Inc.<br>Fate TX<br>2068928074<br>------------------------------<br><br>
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                                          <span id="MainCopy_ctl07_ucMessageList_rptMessageList_SecondMessageLabel_9" class="well" style="display:none;">Original Message:<br>Sent: 03-08-2024 22:14<br>From: Ralph Stewart<br>Subject: high horizontal
                                            pump vibration dominant at 2x rpm<br><br>
                                            <p>Luis Eugene Tibre,</p>
                                            <p>It appears that you may have 60Hz line frequency power. Based on the 1x of 3570 RPM?</p>
                                            <p>Are you 100% sure this 2x RPM is a real 2xRPM&nbsp; and not&nbsp; 2x Line Frequency? Confirming this with a low Fmax Spectrum, (500 Hz) with&nbsp; high Lines of Resolution 1600 or 3200 LOR<span
                                                style="text-decoration: underline;"><em><strong>.</strong></em></span></p>
                                            <p><strong>A SAFE WAY TO CHECK 2xLF is by monitoring the spectrum and turn off the POWER at the same time. If the 2x disappears, the problem is electrical.<br></strong></p>
                                            <p><strong>I have done the following I but do not recommend it to anyone:&nbsp;<span style="text-decoration: underline;"><em>TRY THIS AT YOUR OWN RISK.</em></span><br></strong></p>
                                            <p>Slowly loosen 1 motor hold-down bolt at a time and watching the spectrum in "live mode" to see if the "2x" disappears when any one (1)&nbsp; bolt is loosened. (But be sure to tighten it back before going
                                              to the next bolt).&nbsp; If 2x LF is the problem (caused by a twisted motor frame, which changes the rotor to field gap clearance),,,, the "2x" will go away or decrease in amplitude when the "soft-foot"
                                              is located. </p>
                                            <p>Thanks,</p><br><br>------------------------------<br>Ralph Stewart<br><br>Original Message:<br>Sent: 03-06-2024 06:14<br>From: Luis Eugene Tibre<br>Subject: high horizontal pump vibration dominant at 2x
                                            rpm<br><br>
                                            <p>dear all,</p>
                                            <p>&nbsp;good day. i need help. i'm running out on what to check or i may have overlooked some factors. below is the description of the problem</p>
                                            <p dir="ltr"><strong>Make up centrifugal water pump:&nbsp;</strong></p>
                                            <p dir="ltr"><span><strong>&nbsp;&nbsp;Pump:</strong> Paco Pump, size: CL25123, stages: 1&nbsp;</span></p>
                                            <p dir="ltr"><span>&nbsp;<strong>&nbsp;Motor:</strong> Teco AEHL-WG,90Kw,460V, 3570 RPM, disc coupling type</span></p>
                                            <p dir="ltr"><span>&nbsp;&nbsp;&nbsp;</span></p>
                                            <p dir="ltr"><strong>Symptoms:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>High directional vibration specifically on horizontal on pump</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Dominant 2xrpm ,4hv-1358%,3hv- 171.7%</span></p>
                                              </li>
                                            </ul>
                                            <p dir="ltr"><strong>History correction made:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Alignment check and correction (several times already)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Shaft deflection check with noted 0.05 deflection on both shaft end impeller and coupling side (accepted)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Housing tolerance and eccentricity check (sent to shop and corrected)</span></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Pipe stress/alignment check (acceptable)</span></p>
                                              </li>
                                            </ul>
                                            <p dir="ltr"><span>After these inspections and corrections, we are looking into possibility of </span><strong>Type B looseness</strong><span> due to rocking motion or cracks</span></p>
                                            <p dir="ltr"><strong>Initial inspection done:</strong></p>
                                            <ul>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Check of pump base bolt- observed not penetrating the baseplate flooring, so we attempted to replaced with longer bolts. However, we discovered that the base
                                                    flooring hole is tapered and the longer bolt cannot get through. We just measured manually the total height (pump feet thickness+ basebolt plate thickness) if matches the length of the bolt to
                                                    verify that the whole thread is engaged with the base plate and end up returning the original bolt.<strong> </strong></span><strong>(Figure 1)</strong></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>We observed that the base frame is also corroded. However I am not sure if it is main factor to the vibration since the base plate and the anchor bolts are still
                                                    intact. </span><strong>(Figure 1)</strong></p>
                                              </li>
                                              <li dir="ltr" aria-level="1">
                                                <p dir="ltr" role="presentation"><span>Measure vibration on discharge elbow pipe, 9mm/s</span><span></span></p>
                                              </li>
                                            </ul>
                                            <p>Thank you very much.</p>
                                            <p><br><br>------------------------------<br>Luis Eugene Tibre<br>------------------------------</p>
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                                <a href="https://assetmanagementprofessionals.org:443/viewdocument/re-high-horizontal-pump-vibration?CommunityKey=8bd30303-f65f-48d5-9a31-67cdfa4f4957&amp;tab=librarydocuments&amp;hlmlt=VT" title="RE: high horizontal pump vibration dominant at 2x rpm">
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HIGH HORIZONTAL PUMP VIBRATION DOMINANT AT 2X RPM



LUIS EUGENE TIBRE3 DAYS AGO


dear all,  good day. i need help. i'm running out on what to check or i may have
overlooked some factors. ...

MOHAMMED ABDALLA2 DAYS AGO

@luis 1- where are the historical measurements? They are not included in the
report. 2- when ...

LUIS EUGENE TIBRE2 DAYS AGO

Sir Mohammed @Mohammed Abdalla 1- where are the historical measurements? They
are not included ...

DAVE REYNOLDS2 DAYS AGO

Natural frequency of your system/pump/piping/foundation is near 2x rpm. Your
vibration data shows a ...

LUIS EUGENE TIBRE2 DAYS AGO

@Dave Reynolds sir,         Thank you for taking the time to read all the data
and making these ...

LUIS EUGENE TIBREYESTERDAY


attached screenshot of velocity with bearing spectrum
------------------------------ Luis Eugene ...

SERGE BORRELL2 DAYS AGO

Hi, What is the model of bearing for the pump.   Let's check if the pic at 2xrpm
is close to ...

LUIS EUGENE TIBREYESTERDAY


@Serge Borrell sir,     There is some validity on your observation because when
we pulled the bearings ...

RALPH STEWART21 HOURS AGO

Luis Eugene Tibre, It appears that you may have 60Hz line frequency power. Based
on the 1x of 3570 ...

JIM CARREL13 HOURS AGO

Please collect a high resolution spectrum at the same horizontal location
(12,000 cpm Fmax with the ...

 * 1.  HIGH HORIZONTAL PUMP VIBRATION DOMINANT AT 2X RPM
   
   
   0 Recommend
   Luis Eugene Tibre
   Posted 3 days ago
   Edited by Luis Eugene Tibre 3 days ago
     |   view attached (2)
   Reply Reply Privately Options Dropdown
   
   dear all,
   
    good day. i need help. i'm running out on what to check or i may have
   overlooked some factors. below is the description of the problem
   
   Make up centrifugal water pump: 
   
     Pump: Paco Pump, size: CL25123, stages: 1 
   
     Motor: Teco AEHL-WG,90Kw,460V, 3570 RPM, disc coupling type
   
      
   
   Symptoms:
   
    * High directional vibration specifically on horizontal on pump
   
    * Dominant 2xrpm ,4hv-1358%,3hv- 171.7%
   
   History correction made:
   
    * Alignment check and correction (several times already)
   
    * Shaft deflection check with noted 0.05 deflection on both shaft end
      impeller and coupling side (accepted)
   
    * Housing tolerance and eccentricity check (sent to shop and corrected)
   
    * Pipe stress/alignment check (acceptable)
   
   After these inspections and corrections, we are looking into possibility of
   Type B looseness due to rocking motion or cracks
   
   Initial inspection done:
   
    * Check of pump base bolt- observed not penetrating the baseplate flooring,
      so we attempted to replaced with longer bolts. However, we discovered that
      the base flooring hole is tapered and the longer bolt cannot get through.
      We just measured manually the total height (pump feet thickness+ basebolt
      plate thickness) if matches the length of the bolt to verify that the
      whole thread is engaged with the base plate and end up returning the
      original bolt. (Figure 1)
   
    * We observed that the base frame is also corroded. However I am not sure if
      it is main factor to the vibration since the base plate and the anchor
      bolts are still intact. (Figure 1)
   
    * Measure vibration on discharge elbow pipe, 9mm/s
   
   Thank you very much.
   
   
   
   ------------------------------
   Luis Eugene Tibre
   ------------------------------
   
   f06673e1-25e7-4b0e-8a77-018e1378dfa2_file
   
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   Showing image 1 of 1
   
   Attachment(s)
   
   MAKE_UP_A_tpc1A(sample_spectrum_and_amplitude).docx   144 KB 1 version
   
   
   

 * 2.  RE: HIGH HORIZONTAL PUMP VIBRATION DOMINANT AT 2X RPM
   
   0 Recommend
   Mohammed Abdalla
   Posted 2 days ago
   Reply Reply Privately Options Dropdown
   
   @luis
   
   
   
   1- where are the historical measurements? They are not included in the
   report.
   
   2- when the issue has started?
   
   3- cross section drawing for the pump and motor name plate.
   
   4- i think there is redundant (similar) pump, can you please share the
   vibration report for that pump, including spectral plots.
   
   5- have you checked the piping strain?
   
   
   
   I see that you are using SKF software, and i see some unpleasant
   configuration for the measurements and the report. If you are willing to
   improve, i can help you remotely to make good configuration.
   
   Feel free to share the requested measurements as SKF. MAB file. 
   
   Regards,
   
   Mohammed 
   
   
   
   ------------------------------
   Mohammed Abdalla
   ------------------------------
   
   
   
   Original Message
   Original Message:
   Sent: 03-06-2024 06:14
   From: Luis Eugene Tibre
   Subject: high horizontal pump vibration dominant at 2x rpm
   
   
   
   dear all,
   
    good day. i need help. i'm running out on what to check or i may have
   overlooked some factors. below is the description of the problem
   
   Make up centrifugal water pump: 
   
     Pump: Paco Pump, size: CL25123, stages: 1 
   
     Motor: Teco AEHL-WG,90Kw,460V, 3570 RPM, disc coupling type
   
      
   
   Symptoms:
   
    * High directional vibration specifically on horizontal on pump
   
    * Dominant 2xrpm ,4hv-1358%,3hv- 171.7%
   
   History correction made:
   
    * Alignment check and correction (several times already)
   
    * Shaft deflection check with noted 0.05 deflection on both shaft end
      impeller and coupling side (accepted)
   
    * Housing tolerance and eccentricity check (sent to shop and corrected)
   
    * Pipe stress/alignment check (acceptable)
   
   After these inspections and corrections, we are looking into possibility of
   Type B looseness due to rocking motion or cracks
   
   Initial inspection done:
   
    * Check of pump base bolt- observed not penetrating the baseplate flooring,
      so we attempted to replaced with longer bolts. However, we discovered that
      the base flooring hole is tapered and the longer bolt cannot get through.
      We just measured manually the total height (pump feet thickness+ basebolt
      plate thickness) if matches the length of the bolt to verify that the
      whole thread is engaged with the base plate and end up returning the
      original bolt. (Figure 1)
   
    * We observed that the base frame is also corroded. However I am not sure if
      it is main factor to the vibration since the base plate and the anchor
      bolts are still intact. (Figure 1)
   
    * Measure vibration on discharge elbow pipe, 9mm/s
   
   Thank you very much.
   
   
   
   ------------------------------
   Luis Eugene Tibre
   ------------------------------
   
   

 * 3.  RE: HIGH HORIZONTAL PUMP VIBRATION DOMINANT AT 2X RPM
   
   0 Recommend
   Luis Eugene Tibre
   Posted 2 days ago
   Edited by Luis Eugene Tibre 2 days ago
   Reply Reply Privately Options Dropdown
   
   Sir Mohammed @Mohammed Abdalla
   
   1- where are the historical measurements? They are not included in the
   report.- i attached a sample amplitude table and screenshot of spectrums of
   most recent reading. i just choose one data, because its all the same every
   time. i can give a .mab file of longer sample if needed.
   
   2- when the issue has started? -since condition monitoring was implemented.
   3-5 years i think.
   
   3- cross section drawing for the pump and motor name plate.- i'l  find the
   manual.
   
   4- i think there is redundant (similar) pump, can you please share the
   vibration report for that pump, including spectral plots.- it has also
   history of high vibration. however it has been resolved because it had severe
   pipe misalignment both axial and radial and the lubrication was modified from
   grease to oil bath.
   
   5- have you checked the piping strain?- yes, it was acceptable for this pump
   
   
   
   I see that you are using SKF software, and i see some unpleasant
   configuration for the measurements and the report. If you are willing to
   improve, i can help you remotely to make good configuration.- my techs just
   copied it from other existing hierarchies and renamed it.
   
   
   
   ------------------------------
   Luis Eugene Tibre
   ------------------------------
   
   
   
   
   Original Message
   Original Message:
   Sent: 03-07-2024 01:48
   From: Mohammed Abdalla
   Subject: high horizontal pump vibration dominant at 2x rpm
   
   
   
   
   
   @luis
   
   
   
   1- where are the historical measurements? They are not included in the
   report.
   
   2- when the issue has started?
   
   3- cross section drawing for the pump and motor name plate.
   
   4- i think there is redundant (similar) pump, can you please share the
   vibration report for that pump, including spectral plots.
   
   5- have you checked the piping strain?
   
   
   
   I see that you are using SKF software, and i see some unpleasant
   configuration for the measurements and the report. If you are willing to
   improve, i can help you remotely to make good configuration.
   
   Feel free to share the requested measurements as SKF. MAB file. 
   
   Regards,
   
   Mohammed 
   
   
   
   ------------------------------
   Mohammed Abdalla
   
   Original Message:
   Sent: 03-06-2024 06:14
   From: Luis Eugene Tibre
   Subject: high horizontal pump vibration dominant at 2x rpm
   
   
   
   dear all,
   
    good day. i need help. i'm running out on what to check or i may have
   overlooked some factors. below is the description of the problem
   
   Make up centrifugal water pump: 
   
     Pump: Paco Pump, size: CL25123, stages: 1 
   
     Motor: Teco AEHL-WG,90Kw,460V, 3570 RPM, disc coupling type
   
      
   
   Symptoms:
   
    * High directional vibration specifically on horizontal on pump
   
    * Dominant 2xrpm ,4hv-1358%,3hv- 171.7%
   
   History correction made:
   
    * Alignment check and correction (several times already)
   
    * Shaft deflection check with noted 0.05 deflection on both shaft end
      impeller and coupling side (accepted)
   
    * Housing tolerance and eccentricity check (sent to shop and corrected)
   
    * Pipe stress/alignment check (acceptable)
   
   After these inspections and corrections, we are looking into possibility of
   Type B looseness due to rocking motion or cracks
   
   Initial inspection done:
   
    * Check of pump base bolt- observed not penetrating the baseplate flooring,
      so we attempted to replaced with longer bolts. However, we discovered that
      the base flooring hole is tapered and the longer bolt cannot get through.
      We just measured manually the total height (pump feet thickness+ basebolt
      plate thickness) if matches the length of the bolt to verify that the
      whole thread is engaged with the base plate and end up returning the
      original bolt. (Figure 1)
   
    * We observed that the base frame is also corroded. However I am not sure if
      it is main factor to the vibration since the base plate and the anchor
      bolts are still intact. (Figure 1)
   
    * Measure vibration on discharge elbow pipe, 9mm/s
   
   Thank you very much.
   
   
   
   ------------------------------
   Luis Eugene Tibre
   ------------------------------
   
   

 * 4.  RE: HIGH HORIZONTAL PUMP VIBRATION DOMINANT AT 2X RPM
   
   0 Recommend
   Dave Reynolds
   Posted 2 days ago
   Reply Reply Privately Options Dropdown
   
   Natural frequency of your system/pump/piping/foundation is near 2x rpm. Your
   vibration data shows a small "mound" of energy at the base of 2x in
   horizontal direction, this is and indication that this frequency is close to
   or at the system natural frequency.
   
   The large ratio of vibration from H to V is also and indication of a natural
   frequency. With machine running, monitor live time vibration spectrum,
   tap/strike pump casing/volute in horizontal direction, observe which peak/s
   rise in amplitude or if there is a skirt that rises and falls as you impact
   machine
   
   Sounds like you are doing all the right checks/activities, but as you
   observed the base is in horrible shape on the "inside", looks good on the
   outside.....the base should have been filled full of grout when originally
   installed.
   
   The weak base is creating running misalignment. Machine at rest is/could be
   perfectly aligned, once you start the machine and the base starts moving, the
   vibration data now shows misalignment/elevated 2x rpm.
   
   Take live time overall or spectral data on the pump base where it is bolted
   to concrete  Take 10 readings per side the length of the pump base and record
   the vibration overall vibration, you should expect to see vibration levels of
   .3 mm/sec or less, if you have other pumps that have a better base or
   grouted, compare base vibration levels to see how much difference there is
   between good and bad installation.
   
   Company that makes awesome pump bases if you are looking to replace. Pump
   bases
   
   
   
   
   
   ------------------------------
   Dave Reynolds
   www.midlandsrc.com
   ------------------------------
   
   
   
   Original Message
   Original Message:
   Sent: 03-06-2024 06:14
   From: Luis Eugene Tibre
   Subject: high horizontal pump vibration dominant at 2x rpm
   
   
   
   dear all,
   
    good day. i need help. i'm running out on what to check or i may have
   overlooked some factors. below is the description of the problem
   
   Make up centrifugal water pump: 
   
     Pump: Paco Pump, size: CL25123, stages: 1 
   
     Motor: Teco AEHL-WG,90Kw,460V, 3570 RPM, disc coupling type
   
      
   
   Symptoms:
   
    * High directional vibration specifically on horizontal on pump
   
    * Dominant 2xrpm ,4hv-1358%,3hv- 171.7%
   
   History correction made:
   
    * Alignment check and correction (several times already)
   
    * Shaft deflection check with noted 0.05 deflection on both shaft end
      impeller and coupling side (accepted)
   
    * Housing tolerance and eccentricity check (sent to shop and corrected)
   
    * Pipe stress/alignment check (acceptable)
   
   After these inspections and corrections, we are looking into possibility of
   Type B looseness due to rocking motion or cracks
   
   Initial inspection done:
   
    * Check of pump base bolt- observed not penetrating the baseplate flooring,
      so we attempted to replaced with longer bolts. However, we discovered that
      the base flooring hole is tapered and the longer bolt cannot get through.
      We just measured manually the total height (pump feet thickness+ basebolt
      plate thickness) if matches the length of the bolt to verify that the
      whole thread is engaged with the base plate and end up returning the
      original bolt. (Figure 1)
   
    * We observed that the base frame is also corroded. However I am not sure if
      it is main factor to the vibration since the base plate and the anchor
      bolts are still intact. (Figure 1)
   
    * Measure vibration on discharge elbow pipe, 9mm/s
   
   Thank you very much.
   
   
   
   ------------------------------
   Luis Eugene Tibre
   ------------------------------
   
   

 * 5.  RE: HIGH HORIZONTAL PUMP VIBRATION DOMINANT AT 2X RPM
   
   0 Recommend
   Luis Eugene Tibre
   Posted 2 days ago
   Edited by Luis Eugene Tibre yesterday
   Reply Reply Privately Options Dropdown
   
   @Dave Reynolds sir,
   
           Thank you for taking the time to read all the data and making these
   input recommendations. i also noticed that mound at the base of the 2xrpm and
   also considering a running misalignment issue due to the corrosion and no
   grouting at pump side. We also took reading on the pump feet and the base
   plate both sides; its pump feet- 2 mm/s and 2.65 mm/s, baseplate- 2.68 mm/s
   and 2.95 mm/s, base frame floor- 1.65 mm/s and 1.93 mm/s. I will try to learn
   how to conduct bump test on our skf microlog.
   
   i forgot to mention that when the latest pullout of bearings, there were
   signs of movement of the outer rings. i was puzzled because when it was
   brought to the shop, the housing was acceptable.                            
                                                                                
                         
   
   
   
    Thank you.
   
   
   
   ------------------------------
   Luis Eugene Tibre
   ------------------------------
   
   
   
   
   Original Message
   Original Message:
   Sent: 03-07-2024 08:17
   From: Dave Reynolds
   Subject: high horizontal pump vibration dominant at 2x rpm
   
   
   
   
   
   Natural frequency of your system/pump/piping/foundation is near 2x rpm. Your
   vibration data shows a small "mound" of energy at the base of 2x in
   horizontal direction, this is and indication that this frequency is close to
   or at the system natural frequency.
   
   The large ratio of vibration from H to V is also and indication of a natural
   frequency. With machine running, monitor live time vibration spectrum,
   tap/strike pump casing/volute in horizontal direction, observe which peak/s
   rise in amplitude or if there is a skirt that rises and falls as you impact
   machine
   
   Sounds like you are doing all the right checks/activities, but as you
   observed the base is in horrible shape on the "inside", looks good on the
   outside.....the base should have been filled full of grout when originally
   installed.
   
   The weak base is creating running misalignment. Machine at rest is/could be
   perfectly aligned, once you start the machine and the base starts moving, the
   vibration data now shows misalignment/elevated 2x rpm.
   
   Take live time overall or spectral data on the pump base where it is bolted
   to concrete  Take 10 readings per side the length of the pump base and record
   the vibration overall vibration, you should expect to see vibration levels of
   .3 mm/sec or less, if you have other pumps that have a better base or
   grouted, compare base vibration levels to see how much difference there is
   between good and bad installation.
   
   Company that makes awesome pump bases if you are looking to replace. Pump
   bases
   
   
   
   
   
   ------------------------------
   Dave Reynolds
   www.midlandsrc.com
   
   Original Message:
   Sent: 03-06-2024 06:14
   From: Luis Eugene Tibre
   Subject: high horizontal pump vibration dominant at 2x rpm
   
   
   
   dear all,
   
    good day. i need help. i'm running out on what to check or i may have
   overlooked some factors. below is the description of the problem
   
   Make up centrifugal water pump: 
   
     Pump: Paco Pump, size: CL25123, stages: 1 
   
     Motor: Teco AEHL-WG,90Kw,460V, 3570 RPM, disc coupling type
   
      
   
   Symptoms:
   
    * High directional vibration specifically on horizontal on pump
   
    * Dominant 2xrpm ,4hv-1358%,3hv- 171.7%
   
   History correction made:
   
    * Alignment check and correction (several times already)
   
    * Shaft deflection check with noted 0.05 deflection on both shaft end
      impeller and coupling side (accepted)
   
    * Housing tolerance and eccentricity check (sent to shop and corrected)
   
    * Pipe stress/alignment check (acceptable)
   
   After these inspections and corrections, we are looking into possibility of
   Type B looseness due to rocking motion or cracks
   
   Initial inspection done:
   
    * Check of pump base bolt- observed not penetrating the baseplate flooring,
      so we attempted to replaced with longer bolts. However, we discovered that
      the base flooring hole is tapered and the longer bolt cannot get through.
      We just measured manually the total height (pump feet thickness+ basebolt
      plate thickness) if matches the length of the bolt to verify that the
      whole thread is engaged with the base plate and end up returning the
      original bolt. (Figure 1)
   
    * We observed that the base frame is also corroded. However I am not sure if
      it is main factor to the vibration since the base plate and the anchor
      bolts are still intact. (Figure 1)
   
    * Measure vibration on discharge elbow pipe, 9mm/s
   
   Thank you very much.
   
   
   
   ------------------------------
   Luis Eugene Tibre
   ------------------------------
   
   

 * 6.  RE: HIGH HORIZONTAL PUMP VIBRATION DOMINANT AT 2X RPM
   
   
   0 Recommend
   Luis Eugene Tibre
   Posted yesterday
     |   view attached (2)
   Reply Reply Privately Options Dropdown
   
   attached screenshot of velocity with bearing spectrum
   
   
   
   ------------------------------
   Luis Eugene Tibre
   ------------------------------
   
   
   e90b4c50-d759-4ba3-907f-018e1d7d3da9_file
   
   ×
   
   
   1 / 2
   
   
   Show captions
   
   Showing image 1 of 2
   Original Message
   Original Message:
   Sent: 03-07-2024 20:07
   From: Luis Eugene Tibre
   Subject: high horizontal pump vibration dominant at 2x rpm
   
   
   
   @Dave Reynolds sir,
   
           Thank you for taking the time to read all the data and making these
   input recommendations. i also noticed that mound at the base of the 2xrpm and
   also considering a running misalignment issue due to the corrosion and no
   grouting at pump side. We also took reading on the pump feet and the base
   plate both sides; its pump feet- 2 mm/s and 2.65 mm/s, baseplate- 2.68 mm/s
   and 2.95 mm/s, base frame floor- 1.65 mm/s and 1.93 mm/s. I will try to learn
   how to conduct bump test on our skf microlog.
   
   i forgot to mention that when the latest pullout of bearings, there were
   signs of movement of the outer rings. i was puzzled because when it was
   brought to the shop, the housing was acceptable.                            
                                                                                
                         
   
   
   
    Thank you.
   
   
   
   ------------------------------
   Luis Eugene Tibre
   
   Original Message:
   Sent: 03-07-2024 08:17
   From: Dave Reynolds
   Subject: high horizontal pump vibration dominant at 2x rpm
   
   
   
   Natural frequency of your system/pump/piping/foundation is near 2x rpm. Your
   vibration data shows a small "mound" of energy at the base of 2x in
   horizontal direction, this is and indication that this frequency is close to
   or at the system natural frequency.
   
   The large ratio of vibration from H to V is also and indication of a natural
   frequency. With machine running, monitor live time vibration spectrum,
   tap/strike pump casing/volute in horizontal direction, observe which peak/s
   rise in amplitude or if there is a skirt that rises and falls as you impact
   machine
   
   Sounds like you are doing all the right checks/activities, but as you
   observed the base is in horrible shape on the "inside", looks good on the
   outside.....the base should have been filled full of grout when originally
   installed.
   
   The weak base is creating running misalignment. Machine at rest is/could be
   perfectly aligned, once you start the machine and the base starts moving, the
   vibration data now shows misalignment/elevated 2x rpm.
   
   Take live time overall or spectral data on the pump base where it is bolted
   to concrete  Take 10 readings per side the length of the pump base and record
   the vibration overall vibration, you should expect to see vibration levels of
   .3 mm/sec or less, if you have other pumps that have a better base or
   grouted, compare base vibration levels to see how much difference there is
   between good and bad installation.
   
   Company that makes awesome pump bases if you are looking to replace. Pump
   bases
   
   
   
   
   
   ------------------------------
   Dave Reynolds
   www.midlandsrc.com
   
   Original Message:
   Sent: 03-06-2024 06:14
   From: Luis Eugene Tibre
   Subject: high horizontal pump vibration dominant at 2x rpm
   
   
   
   dear all,
   
    good day. i need help. i'm running out on what to check or i may have
   overlooked some factors. below is the description of the problem
   
   Make up centrifugal water pump: 
   
     Pump: Paco Pump, size: CL25123, stages: 1 
   
     Motor: Teco AEHL-WG,90Kw,460V, 3570 RPM, disc coupling type
   
      
   
   Symptoms:
   
    * High directional vibration specifically on horizontal on pump
   
    * Dominant 2xrpm ,4hv-1358%,3hv- 171.7%
   
   History correction made:
   
    * Alignment check and correction (several times already)
   
    * Shaft deflection check with noted 0.05 deflection on both shaft end
      impeller and coupling side (accepted)
   
    * Housing tolerance and eccentricity check (sent to shop and corrected)
   
    * Pipe stress/alignment check (acceptable)
   
   After these inspections and corrections, we are looking into possibility of
   Type B looseness due to rocking motion or cracks
   
   Initial inspection done:
   
    * Check of pump base bolt- observed not penetrating the baseplate flooring,
      so we attempted to replaced with longer bolts. However, we discovered that
      the base flooring hole is tapered and the longer bolt cannot get through.
      We just measured manually the total height (pump feet thickness+ basebolt
      plate thickness) if matches the length of the bolt to verify that the
      whole thread is engaged with the base plate and end up returning the
      original bolt. (Figure 1)
   
    * We observed that the base frame is also corroded. However I am not sure if
      it is main factor to the vibration since the base plate and the anchor
      bolts are still intact. (Figure 1)
   
    * Measure vibration on discharge elbow pipe, 9mm/s
   
   Thank you very much.
   
   
   
   ------------------------------
   Luis Eugene Tibre
   ------------------------------
   
   

 * 7.  RE: HIGH HORIZONTAL PUMP VIBRATION DOMINANT AT 2X RPM
   
   0 Recommend
   Serge Borrell
   Posted 2 days ago
   Reply Reply Privately Options Dropdown
   
   Hi,
   
   
   
   What is the model of bearing for the pump. 
   
   Let's check if the pic at 2xrpm is close to one of the bearing defect
   frequency. May be external or internal race.
   
   It can be bearing not sitting well with sitting damage
   
   
   
   Regards
   
   Serge
   
   
   
   
   
   ------------------------------
   Serge Borrell
   ------------------------------
   
   
   
   Original Message
   Original Message:
   Sent: 03-06-2024 06:14
   From: Luis Eugene Tibre
   Subject: high horizontal pump vibration dominant at 2x rpm
   
   
   
   dear all,
   
    good day. i need help. i'm running out on what to check or i may have
   overlooked some factors. below is the description of the problem
   
   Make up centrifugal water pump: 
   
     Pump: Paco Pump, size: CL25123, stages: 1 
   
     Motor: Teco AEHL-WG,90Kw,460V, 3570 RPM, disc coupling type
   
      
   
   Symptoms:
   
    * High directional vibration specifically on horizontal on pump
   
    * Dominant 2xrpm ,4hv-1358%,3hv- 171.7%
   
   History correction made:
   
    * Alignment check and correction (several times already)
   
    * Shaft deflection check with noted 0.05 deflection on both shaft end
      impeller and coupling side (accepted)
   
    * Housing tolerance and eccentricity check (sent to shop and corrected)
   
    * Pipe stress/alignment check (acceptable)
   
   After these inspections and corrections, we are looking into possibility of
   Type B looseness due to rocking motion or cracks
   
   Initial inspection done:
   
    * Check of pump base bolt- observed not penetrating the baseplate flooring,
      so we attempted to replaced with longer bolts. However, we discovered that
      the base flooring hole is tapered and the longer bolt cannot get through.
      We just measured manually the total height (pump feet thickness+ basebolt
      plate thickness) if matches the length of the bolt to verify that the
      whole thread is engaged with the base plate and end up returning the
      original bolt. (Figure 1)
   
    * We observed that the base frame is also corroded. However I am not sure if
      it is main factor to the vibration since the base plate and the anchor
      bolts are still intact. (Figure 1)
   
    * Measure vibration on discharge elbow pipe, 9mm/s
   
   Thank you very much.
   
   
   
   ------------------------------
   Luis Eugene Tibre
   ------------------------------
   
   

 * 8.  RE: HIGH HORIZONTAL PUMP VIBRATION DOMINANT AT 2X RPM
   
   
   0 Recommend
   Luis Eugene Tibre
   Posted yesterday
     |   view attached (4)
   Reply Reply Privately Options Dropdown
   
   @Serge Borrell sir,
   
       There is some validity on your observation because when we pulled the
   bearings there signs of rotation on the outer ring. However, what puzzles me
   is that the bearing housing was sent to machine shop and have the housing
   measured in 3 different points and they said that the fit is acceptable. I
   attached the image of the pulled out bearings. Bearings are 3310B C3, 6311Z
   C3. In addition, bsf frequency of 6311 coincides with the 2x rpm. i have
   attached screenshots of pulled out bearings and spectrum with bearing
   frequencies. Several times we have replaced the bearings, maintenance said
   they are using hydraulic press. i have uploade scrrengrab of the velocity
   spectrum with assigned bearing frequencies and the latest pulled out bearing.
   What to do next?
   
   
   
   
   
   ------------------------------
   Luis Eugene Tibre
   ------------------------------
   
   
   99e49eac-aea4-49de-9376-018e1d7ba784_file
   
   ×
   
   
   1 / 4
   
   
   Show captions
   
   Showing image 1 of 4
   Original Message
   Original Message:
   Sent: 03-07-2024 10:35
   From: Serge Borrell
   Subject: high horizontal pump vibration dominant at 2x rpm
   
   
   
   Hi,
   
   
   
   What is the model of bearing for the pump. 
   
   Let's check if the pic at 2xrpm is close to one of the bearing defect
   frequency. May be external or internal race.
   
   It can be bearing not sitting well with sitting damage
   
   
   
   Regards
   
   Serge
   
   
   
   
   
   ------------------------------
   Serge Borrell
   
   Original Message:
   Sent: 03-06-2024 06:14
   From: Luis Eugene Tibre
   Subject: high horizontal pump vibration dominant at 2x rpm
   
   
   
   dear all,
   
    good day. i need help. i'm running out on what to check or i may have
   overlooked some factors. below is the description of the problem
   
   Make up centrifugal water pump: 
   
     Pump: Paco Pump, size: CL25123, stages: 1 
   
     Motor: Teco AEHL-WG,90Kw,460V, 3570 RPM, disc coupling type
   
      
   
   Symptoms:
   
    * High directional vibration specifically on horizontal on pump
   
    * Dominant 2xrpm ,4hv-1358%,3hv- 171.7%
   
   History correction made:
   
    * Alignment check and correction (several times already)
   
    * Shaft deflection check with noted 0.05 deflection on both shaft end
      impeller and coupling side (accepted)
   
    * Housing tolerance and eccentricity check (sent to shop and corrected)
   
    * Pipe stress/alignment check (acceptable)
   
   After these inspections and corrections, we are looking into possibility of
   Type B looseness due to rocking motion or cracks
   
   Initial inspection done:
   
    * Check of pump base bolt- observed not penetrating the baseplate flooring,
      so we attempted to replaced with longer bolts. However, we discovered that
      the base flooring hole is tapered and the longer bolt cannot get through.
      We just measured manually the total height (pump feet thickness+ basebolt
      plate thickness) if matches the length of the bolt to verify that the
      whole thread is engaged with the base plate and end up returning the
      original bolt. (Figure 1)
   
    * We observed that the base frame is also corroded. However I am not sure if
      it is main factor to the vibration since the base plate and the anchor
      bolts are still intact. (Figure 1)
   
    * Measure vibration on discharge elbow pipe, 9mm/s
   
   Thank you very much.
   
   
   
   ------------------------------
   Luis Eugene Tibre
   ------------------------------
   
   

 * 9.  RE: HIGH HORIZONTAL PUMP VIBRATION DOMINANT AT 2X RPM
   
   0 Recommend
   Ralph Stewart
   Posted 21 hours ago
   Reply Reply Privately Options Dropdown
   
   Luis Eugene Tibre,
   
   It appears that you may have 60Hz line frequency power. Based on the 1x of
   3570 RPM?
   
   Are you 100% sure this 2x RPM is a real 2xRPM  and not  2x Line Frequency?
   Confirming this with a low Fmax Spectrum, (500 Hz) with  high Lines of
   Resolution 1600 or 3200 LOR.
   
   A SAFE WAY TO CHECK 2xLF is by monitoring the spectrum and turn off the POWER
   at the same time. If the 2x disappears, the problem is electrical.
   
   
   I have done the following I but do not recommend it to anyone: TRY THIS AT
   YOUR OWN RISK.
   
   
   Slowly loosen 1 motor hold-down bolt at a time and watching the spectrum in
   "live mode" to see if the "2x" disappears when any one (1)  bolt is loosened.
   (But be sure to tighten it back before going to the next bolt).  If 2x LF is
   the problem (caused by a twisted motor frame, which changes the rotor to
   field gap clearance),,,, the "2x" will go away or decrease in amplitude when
   the "soft-foot" is located.
   
   Thanks,
   
   
   
   ------------------------------
   Ralph Stewart
   ------------------------------
   
   
   
   Original Message
   Original Message:
   Sent: 03-06-2024 06:14
   From: Luis Eugene Tibre
   Subject: high horizontal pump vibration dominant at 2x rpm
   
   
   
   dear all,
   
    good day. i need help. i'm running out on what to check or i may have
   overlooked some factors. below is the description of the problem
   
   Make up centrifugal water pump: 
   
     Pump: Paco Pump, size: CL25123, stages: 1 
   
     Motor: Teco AEHL-WG,90Kw,460V, 3570 RPM, disc coupling type
   
      
   
   Symptoms:
   
    * High directional vibration specifically on horizontal on pump
   
    * Dominant 2xrpm ,4hv-1358%,3hv- 171.7%
   
   History correction made:
   
    * Alignment check and correction (several times already)
   
    * Shaft deflection check with noted 0.05 deflection on both shaft end
      impeller and coupling side (accepted)
   
    * Housing tolerance and eccentricity check (sent to shop and corrected)
   
    * Pipe stress/alignment check (acceptable)
   
   After these inspections and corrections, we are looking into possibility of
   Type B looseness due to rocking motion or cracks
   
   Initial inspection done:
   
    * Check of pump base bolt- observed not penetrating the baseplate flooring,
      so we attempted to replaced with longer bolts. However, we discovered that
      the base flooring hole is tapered and the longer bolt cannot get through.
      We just measured manually the total height (pump feet thickness+ basebolt
      plate thickness) if matches the length of the bolt to verify that the
      whole thread is engaged with the base plate and end up returning the
      original bolt. (Figure 1)
   
    * We observed that the base frame is also corroded. However I am not sure if
      it is main factor to the vibration since the base plate and the anchor
      bolts are still intact. (Figure 1)
   
    * Measure vibration on discharge elbow pipe, 9mm/s
   
   Thank you very much.
   
   
   
   ------------------------------
   Luis Eugene Tibre
   ------------------------------
   
   

 * 10.  RE: HIGH HORIZONTAL PUMP VIBRATION DOMINANT AT 2X RPM
   
   0 Recommend
   Jim Carrel
   CRL Black Belt
   Posted 13 hours ago
   Reply Reply Privately Options Dropdown
   
   Please collect a high resolution spectrum at the same horizontal location
   (12,000 cpm Fmax with the same resolution you are currently using). That way
   you will be able to separate 2xTS, 2xFl, and 1xBSF into discrete peaks. 
   
   Also, check phase your base across several mounting interfaces. For instance,
   pump foot to platform, platform to base, base to floor, etc. Collect at each
   interface and look for a possible 180 degree phase shift. That would be an
   indication of a loose mount that is manifested during pump operation. Keep
   the measurement locations consistent.
   
   You can also determine possible misalignment by using comparative phase
   across the coupling. Collect phase on the motor bearing in the horizontal
   direction and on the pump bearing in the same orientation. Look for any phase
   shifts. Do the same with vortical and axial.
   
   Please do not attempt to loosen mounting bolts during operation!
   
   Please keep us posted!
   
   
   
   ------------------------------
   Jim Carrel
   COO
   Forum Reliability, Inc.
   Fate TX
   2068928074
   ------------------------------
   
   
   
   Original Message
   Original Message:
   Sent: 03-08-2024 22:14
   From: Ralph Stewart
   Subject: high horizontal pump vibration dominant at 2x rpm
   
   
   
   Luis Eugene Tibre,
   
   It appears that you may have 60Hz line frequency power. Based on the 1x of
   3570 RPM?
   
   Are you 100% sure this 2x RPM is a real 2xRPM  and not  2x Line Frequency?
   Confirming this with a low Fmax Spectrum, (500 Hz) with  high Lines of
   Resolution 1600 or 3200 LOR.
   
   A SAFE WAY TO CHECK 2xLF is by monitoring the spectrum and turn off the POWER
   at the same time. If the 2x disappears, the problem is electrical.
   
   
   I have done the following I but do not recommend it to anyone: TRY THIS AT
   YOUR OWN RISK.
   
   
   Slowly loosen 1 motor hold-down bolt at a time and watching the spectrum in
   "live mode" to see if the "2x" disappears when any one (1)  bolt is loosened.
   (But be sure to tighten it back before going to the next bolt).  If 2x LF is
   the problem (caused by a twisted motor frame, which changes the rotor to
   field gap clearance),,,, the "2x" will go away or decrease in amplitude when
   the "soft-foot" is located.
   
   Thanks,
   
   
   
   ------------------------------
   Ralph Stewart
   
   Original Message:
   Sent: 03-06-2024 06:14
   From: Luis Eugene Tibre
   Subject: high horizontal pump vibration dominant at 2x rpm
   
   
   
   dear all,
   
    good day. i need help. i'm running out on what to check or i may have
   overlooked some factors. below is the description of the problem
   
   Make up centrifugal water pump: 
   
     Pump: Paco Pump, size: CL25123, stages: 1 
   
     Motor: Teco AEHL-WG,90Kw,460V, 3570 RPM, disc coupling type
   
      
   
   Symptoms:
   
    * High directional vibration specifically on horizontal on pump
   
    * Dominant 2xrpm ,4hv-1358%,3hv- 171.7%
   
   History correction made:
   
    * Alignment check and correction (several times already)
   
    * Shaft deflection check with noted 0.05 deflection on both shaft end
      impeller and coupling side (accepted)
   
    * Housing tolerance and eccentricity check (sent to shop and corrected)
   
    * Pipe stress/alignment check (acceptable)
   
   After these inspections and corrections, we are looking into possibility of
   Type B looseness due to rocking motion or cracks
   
   Initial inspection done:
   
    * Check of pump base bolt- observed not penetrating the baseplate flooring,
      so we attempted to replaced with longer bolts. However, we discovered that
      the base flooring hole is tapered and the longer bolt cannot get through.
      We just measured manually the total height (pump feet thickness+ basebolt
      plate thickness) if matches the length of the bolt to verify that the
      whole thread is engaged with the base plate and end up returning the
      original bolt. (Figure 1)
   
    * We observed that the base frame is also corroded. However I am not sure if
      it is main factor to the vibration since the base plate and the anchor
      bolts are still intact. (Figure 1)
   
    * Measure vibration on discharge elbow pipe, 9mm/s
   
   Thank you very much.
   
   
   
   ------------------------------
   Luis Eugene Tibre
   ------------------------------
   
   

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