Torque Help: Solving a Stepladder Tension Problem | Quick and Easy Guide

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To determine the tension on a crossbar of a step ladder with negligible weight and a person standing on it, the geometric setup and how the person's weight is modeled are crucial. Clarification is needed on the support mechanism of the ladder and the mounting of the crossbar, as these factors significantly influence the tension calculations. If the crossbar is not rigidly mounted and has a frictionless connection, it may not experience any tension at all. Understanding how the crossbar flexes under load is essential for accurate analysis. Proper modeling of the system is key to solving the tension problem effectively.
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first post... see how it goes.

I need some help with a step ladder question. Wont bother giving the question i just need help on how to go about it.

Stepladder of negligible weight, person standing at a point on the ladder. Need to know how to go about finding tension on a crossbar. all the dimensions are givin. And the surface is frictionless.

Thanks
 
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You should clarify a bit more the geometrics. How are you modelling the person weight?. Is it a puntual force over the crossbar?. How the stepladder is supported?
 
To determine tension on the cross bar you need to know how much it flexes. If the cross bar isn't mounted by bearings to the ladder as is done so often to simplify the study of statics, it's gets really complicated. You'd need to know how the cross bar is mounted, and how much the connection area flexes.
 
If the cross bar has a frictionless connection to the ladder there's no tension at all (as there's nothing to provide a tensioning force at the connections). For example, hang a weight on a broom stick with the broom stick resting on two frictionless supports. There's no net tension because the broom stick simply flexes, creating internal tensions and compressions.
 
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