How do I Calculate Maximum Length for a W24 X 94 Beam with Moment Loads?

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To calculate the maximum length of a W24 X 94 beam under a 3,500,000 in-lb moment load, consider all potential failure modes, including allowable deflection and buckling. The maximum length is determined by the shortest length calculated for each failure mode. It's crucial to define what constitutes failure, whether it be breaking apart, yielding, or excessive deflection. Additionally, the end support conditions significantly impact the beam's performance under load. Understanding the application and consequences of failure is essential for accurate calculations.
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I have a W24 X 94 beam (50KSI) that is loaded with a 3,500,000 in-lb moment load at each end. How do i calculate the maximum length of the beam that can support the moment loads?
 
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This sure looks like a homework problem, although your profile says not in school.

Consider all possible failure modes - allowable deflection, buckling, etc. Calculate the beam length for each failure mode. The shortest length is your answer. Hint: Take a close look at your end support conditions.
 
Jerry Graham said:
I have a W24 X 94 beam (50KSI) that is loaded with a 3,500,000 in-lb moment load at each end. How do i calculate the maximum length of the beam that can support the moment loads?
Welcome to the PF. :smile:

What is the application? What are the potential consequences of the beam failing?
 
You really have to define what constitutes failure. @jrmichler pointed to this, but I'd like to be more explicit. Does it have to break apart to be considered a failure, it is yielding the criterion of interest? Excess deflection is also often considered failure.
 
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