radius of gyration

Isaac Kremer/ January 28, 2022/

The radial blank" >target="_blank" >distance from any axis to a point at which the mass of a body/" class="glossaryLink" data-cmtooltip="45a302056a56f9b8eeec5899bdcfcb4c" target="_blank" >body could be concentrated without altering the blank" >target="_blank" >moment of intertia of the body/" class="glossaryLink" data-cmtooltip="45a302056a56f9b8eeec5899bdcfcb4c" target="_blank" >body about that axis. For a blank" >target="_blank" >glossary/structural/" class="glossaryLink" data-cmtooltip="bb8358df16f52c882f33db145d986d14" blank" >target="_blank" >structural blank" >target="_blank" >section, the blank" >target="_blank" >radius of blank" >target="_blank" >gyration is equal to the blank" >square root of the quotient of the blank" >target="_blank" >moment of intertia and the area. The higher the blank" >target="_blank" >radius of blank" >target="_blank" >gyration of a blank" >target="_blank" >glossary/structural/" class="glossaryLink" data-cmtooltip="bb8358df16f52c882f33db145d986d14" blank" >target="_blank" >structural blank" >target="_blank" >section, the more resistant blank" >target="_blank" >glossary/the-blank" >target="_blank" >section/" class="glossaryLink" data-cmtooltip="9e8b88ad55df80fd13615872a9436022" blank" >target="_blank" >the blank" >target="_blank" >section is to blank" >target="_blank" >glossary/buckling/" class="glossaryLink" data-cmtooltip="1ad6b4713ca488f13341276f3f3815eb" blank" >target="_blank" >buckling. In determining the cross-sectional shape of a blank" >target="_blank" >column, the objective is to provide the blank" >target="_blank" >glossary/necessary/" class="glossaryLink" data-cmtooltip="377b5558e1fed9e17d75a6d403806840" blank" >target="_blank" >necessary blank" >target="_blank" >radius of blank" >target="_blank" >gyration about the different axes. For an blank" >target="_blank" >glossary/asymmetrical/" class="glossaryLink" data-cmtooltip="78e66c8f73c99668f6c7a10d9ff589e5" blank" >target="_blank" >asymmetrical blank" >target="_blank" >glossary/blank" >target="_blank" >glossary/cross-blank" >target="_blank" >section-2/" class="glossaryLink" data-cmtooltip="54f18f741195397521d988402d5264ba" blank" >target="_blank" >cross-blank" >target="_blank" >section/" class="glossaryLink" data-cmtooltip="02b9d641a99d1962e7fe27cface593a0" blank" >target="_blank" >cross blank" >target="_blank" >section, blank" >target="_blank" >glossary/buckling/" class="glossaryLink" data-cmtooltip="1ad6b4713ca488f13341276f3f3815eb" blank" >target="_blank" >buckling will tend to occur about the weaker axis or in the blank" >target="_blank" >glossary/direction/" class="glossaryLink" data-cmtooltip="ecf8713b06a3aa3423c198f78c06bf7a" blank" >target="_blank" >direction of the least blank" >target="_blank" >glossary/dimension/" class="glossaryLink" data-cmtooltip="76545d3301d3f3ca20b1b014b88ebd64" blank" >target="_blank" >dimension. (Ching, 1995)

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About Isaac Kremer

IsaacKremer.com is the personal website of Isaac Kremer, MSARP, a nationally recognized leader in the Main Street Approach to commercial district revitalization with over 25 years of experience. Kremer, New Jersey's first certified Main Street America Revitalization Professional (MSARP), has served as founding executive director for organizations like Experience Princeton and the Metuchen Downtown Alliance, which won a Great American Main Street Award under his leadership. He recently became director of the Royal Oak Downtown Development Authority in Michigan.