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#1
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| Buckling of profile Hi, How to calculate buckling of beam (length L, circular section), which is fixed on 6 degree of freedom at bottom part (movement and rotation) and catched at the end. I have axial force and out of center force at the endas it is shown on picture. I have found examples with only axial forces for that moments, but it don't help me. I need some simple explanation. I mean with simple formula without integrals and differentials. Pulsar |
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#2
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| You may use a simple beam calculator program, as the one here: http://www.wdv.com/Software/BeamCALC/ or any other of your preference (several other here: http://www.structural-engineering.fsnet.co.uk/free.htm), just defining supports' degrees of freedom and then introducing the axial load and the equivalent moment (force x lever) at the top support of the pillar. I hope this is of help. Cheers. |
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#3
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| Unfortunately there is no easy solution. Eccentrically loaded columns require some complex mathematics and manual solutions would start with the Secant formula. As Guillermo has suggested the answer for an easy solution for you lies in software. I would recommend that you use "Cadre" from Guillermo's second link above. It comes with excellent tutorials and supports cable elements as well. Cross check any calculated second moment of area with some one else's calculations to ensure you are in the ball park.
__________________ Mike Johns. |
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#4
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| Quote:
__________________ Tom Speer |
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#5
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| oh... it's more optimistic news. Thanks in advance Pulsar |
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#6
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| Yeah, Roark has a table for eccentrically loaded columns. There is no single easy formula as it depends, amongst other things, on the cross sectional shape of the column. |
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#7
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| I beg your pardon, but who is Roark and how to get those formulas? |
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#8
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| Curious- why do you need this? Just happily computing away buckling equations for fun? |
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#9
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| I'm during designig gangways for roro ships. Buckling calculation is for checking main beams which support passengers stairs. The main beam must be small as it's possible. That's why ![]() |
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#10
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| Quote:
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#11
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__________________ Mike Johns. |
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#12
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| Quote: Best regards Pulsar |
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