Deflection of Prismatic Beam With Fixed Ends and Single Load

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The discussion focuses on solving statically indeterminate beam deflection problems, specifically with a prismatic beam having fixed ends and a single load. The user attempted to recreate standard equations but encountered unexpected results, leading to confusion about the correct application of the equations. They expressed a desire for validation of their solutions, emphasizing the importance of confidence in their calculations for future professional scenarios. The conversation highlights the challenges faced by students transitioning to real-world engineering applications. Ultimately, the user seeks guidance on deriving and applying equations correctly to ensure reliable outcomes.
Satonam
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I've been refreshing my mind with regards to solving statically indeterminate beam deflection problems. In an effort to achieve confidence over my solutions, I attempted to recreate the standard equations in Figure 1. In my problem, I changed it so that:

  • a = b = L/2
  • Ay = R1
  • By = R2
  • etc.
However, while I expected the equations to naturally spit out Ay = By = P/2 as one would expect, I got By = P and Ay = 0. Can you find Waldo in Figure 2 and 3?

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Figure 1

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Figure 2

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Figure 3
 

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Why not use the equations as written with your numbers rather than try to refactor it?
 
Due to my inexperience in a real engineering environment, I don't feel confident using an equation I can't even derive. Since I won't have a professor to tell me I'm right after graduation, I'm trying to figure out how to create that validation on my own so that I can provide my employer with a solution I know will work.
 
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