


{"id":215870,"date":"2022-06-09T18:34:05","date_gmt":"2022-06-09T18:34:05","guid":{"rendered":"\/forum\/forums\/topic\/how-to-model-bearing-with-springs-on-a-shaft\/"},"modified":"2022-06-09T18:34:05","modified_gmt":"2022-06-09T18:34:05","slug":"how-to-model-bearing-with-springs-on-a-shaft","status":"closed","type":"topic","link":"https:\/\/innovationspace.ansys.com\/forum\/forums\/topic\/how-to-model-bearing-with-springs-on-a-shaft\/","title":{"rendered":"How to model bearing with springs on a shaft"},"content":{"rendered":"<div class=\"OutlineElement Ltr SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW190467498 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\">Hello ANSYS experts,<\/span><span class=\"EOP SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW190467498 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\">I am working on a project regarding the deflection calculation of a shaft supported by two tapered roller bearings, and I am just trying a simple test model to figure out how to set up bearing configuration and boundary conditions in Workbench.<\/span><span class=\"EOP SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW190467498 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\">I have the following questions that I am struggling with for months, and I sincerely look for your inputs to guide me through the problems.&nbsp;<\/span><span class=\"EOP SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW190467498 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\">Problem Description:<\/span><span class=\"EOP SCXW190467498 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, 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\" 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\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\/><\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\">Bearing Properties:<\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\"><span class=\"NormalTextRun SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px\">Bearing <\/span><span class=\"NormalTextRun SpellingErrorV2Themed SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;background-position: left bottom;border-bottom: 1px solid transparent\">stiffess<\/span><span class=\"NormalTextRun SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px\">: K11=K22=5E5 N\/mm<\/span><\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\"><span class=\"NormalTextRun SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px\">Bearing Preload: 200 <\/span><span class=\"NormalTextRun SpellingErrorV2Themed SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;background-position: left bottom;border-bottom: 1px solid transparent\">lbf<\/span><\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\">Question 1:<\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\">How to set up boundary conditions for longitudinal springs if I use them to represent bearings in Workbench? How to setup the six DOFs in remote displacement for the spring mobile end connected to the vertex on shaft?<\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: 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\" \/><\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\"> <br \/><\/span><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"background-color: transparent;color: windowtext;margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\">PS: My shaft was created in a line body in Design Modular and these two bearing locations are just represented by two vertices. I want to set up each bearing in the way of ANSYS bearing connection but with preload and just two 90-degree spacing springs.<\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"background-color: transparent;color: windowtext;margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\"><span class=\"NormalTextRun SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px\">I created each spring with one end grounded and another end to the same remote point <\/span><span class=\"NormalTextRun SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px\">scoped<\/span><span class=\"NormalTextRun SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px\"> to the vertex which represents the bearing location on this shaft.&nbsp;&nbsp;<\/span><\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\">Question 2: Can you explain how overall the six DOFs of the shaft rigid body are constrained in the scenario considering bearing stiffness?<\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\">PS: The bearing stiffness effect on shaft deflection is my study of interest. I don&rsquo;t want to just fix both UY and UZ at the two bearing locations (plus fixing UX at one shaft end and fixing ROTX at one bearing location for static solver).&nbsp;<\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\">I&rsquo;ve tried to set the Y direction spring&rsquo;s mobile end only movable along Y axis (Only UY is free, all other DOFs are fixed and I believe that is how a longitudinal spring is supposed to work- only moves along one axis). The same applies to Z direction spring. However, the solver still says my model has been set to fully constraint rigid body motion and can&rsquo;t give proper computing result for deflection.<\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\">Question 3: I wonder if ANSYS Workbench allows people to configure bearing support in the way I used?<\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\">PS: As I am interested in seeing the shaft deflection at its hangover tip and these two bearing locations, I setup a Y direction and a Z direction spring to represent a bearing&rsquo;s stiffness along Y and Z axis. In this test model, the shaft is just subjected to a Y direction 1000 N force. So, I am thinking only using a Y direction spring at both of the two bearing locations is sufficient.<\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\">However, in my real project, the shaft hangover tip is also subjected to Z direction force. I don&rsquo;t want to setup the model separately (Y axis spring one time and Z axis spring one time) for analyzing the Y and Z deflection impact of the forces from different direction. Can you guide me to setup my model to do both tasks at once?&nbsp;&nbsp;<\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\">Question 5: If I model the bearing supports with springs which constraint bearing&rsquo;s deflection along UY and UZ instead of directly set UY=UZ=0, will the solver essentially give me warning said &ldquo;you model has not enough constraints and might cause rigid body motion&rdquo;?<\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\">PS: Does this warning pop-up always mean the model is not set properly and results are wrong?&nbsp;<\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\">Question 6: What is the length of the spring I should set? Is the length equal to 0.5*(Bearing housing bore Diameter- Shaft Diameter)?<\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr;font-family: 'Segoe UI', 'Segoe UI Web', Arial, Verdana, sans-serif;font-size: 12px;background-color: #ffffff\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\"><span class=\"NormalTextRun SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px\">I have read all Peter&rsquo;s comments on this forum and still have no clue on my project. I also attached a link below of my ANSYS workbench project file for people to help me edit bearing setup and boundary conditions. <\/span><\/span><\/p>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\"><span class=\"NormalTextRun SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px\"><strong>PLEASE CLICK HERE TO<\/strong> <\/span><\/span><a style=\"font-family: Helvetica, Arial, sans-serif;font-size: 18.6667px\" title=\"shaft bearing model\" href=\"https:\/\/drive.google.com\/drive\/folders\/1fpdYonTLVLPITS6X5EJgzp6d_Q5nXE3O?usp=sharing\">Download Workbench Model from Google Drive<\/a> <span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"background-color: transparent;color: windowtext;margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\"><span class=\"NormalTextRun SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px\">(I use ANSYS Student 2021 R2 and save my project in .<\/span><span class=\"NormalTextRun SpellingErrorV2Themed SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;background-position: left bottom;border-bottom: 1px solid transparent\">wbpz<\/span><span class=\"NormalTextRun SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px\"> format on google drive). <\/p>\n<p>Thanks a lot, in advance.<\/span><\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"background-color: transparent;color: windowtext;margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\">Best Regards,<\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<div class=\"OutlineElement Ltr SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;overflow: visible;cursor: text;clear: both;direction: ltr\">\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"EOP SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\">&nbsp;<\/span><\/p>\n<\/div>\n<p class=\"Paragraph SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px;vertical-align: baseline;background-color: transparent;color: windowtext;text-align: justify\"><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px;font-family: Calibri, Calibri_EmbeddedFont, Calibri_MSFontService, sans-serif\" xml:lang=\"EN-US\" data-contrast=\"auto\"><span class=\"NormalTextRun SCXW72152325 BCX8\" style=\"margin: 0px;padding: 0px\"><span class=\"TextRun SCXW72152325 BCX8\" lang=\"EN-US\" style=\"background-color: transparent;color: windowtext;margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px\" xml:lang=\"EN-US\" data-contrast=\"auto\">Mito<\/span><span class=\"EOP SCXW72152325 BCX8\" style=\"background-color: transparent;color: windowtext;margin: 0px;padding: 0px;font-size: 10.5pt;line-height: 18.3458px\" data-ccp-props=\"{&quot;335551550&quot;:6,&quot;335551620&quot;:6}\"> <\/span><\/span><\/span><\/p>\n<\/div>\n","protected":false},"template":"","class_list":["post-215870","topic","type-topic","status-closed","hentry","topic-tag-ansys-structural","topic-tag-ansys-workbench"],"aioseo_notices":[],"acf":[],"custom_fields":[{"0":{"_bbp_subscription":["58821","196745","240","268142"],"_bbp_likes_count":["0"],"_btv_view_count":["3167"]," _bbp_likes_count":["0"]," _bbp_last_reply_id":["0"],"_bbp_author_ip":["104.119.188.15"],"_bbp_topic_status":["unanswered"],"_bbp_status":["publish"],"_bbp_topic_id":["215870"],"_bbp_forum_id":["27791"],"_bbp_engagement":["240","58821","196745","268142"],"_bbp_voice_count":["4"],"_bbp_reply_count":["6"],"_bbp_last_reply_id":["241317"],"_bbp_last_active_id":["241317"],"_bbp_last_active_time":["2022-11-18 09:59:50"]},"test":"luanhanminggmail-com"}],"_links":{"self":[{"href":"https:\/\/innovationspace.ansys.com\/forum\/wp-json\/wp\/v2\/topics\/215870","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/innovationspace.ansys.com\/forum\/wp-json\/wp\/v2\/topics"}],"about":[{"href":"https:\/\/innovationspace.ansys.com\/forum\/wp-json\/wp\/v2\/types\/topic"}],"version-history":[{"count":0,"href":"https:\/\/innovationspace.ansys.com\/forum\/wp-json\/wp\/v2\/topics\/215870\/revisions"}],"wp:attachment":[{"href":"https:\/\/innovationspace.ansys.com\/forum\/wp-json\/wp\/v2\/media?parent=215870"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}