Can I Validate My FEA Study for a Rotational Component?

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To validate an FEA study for a rotational component, a preparatory FEA that can be verified by hand is essential. Using beam torsion equations for a simple cylinder may be too simplistic for adequate validation. Consider whether a physical experiment with a representative prototype could serve as a validation method. Providing a diagram or drawing of the component and its loads can help in selecting appropriate verification calculations. Accurate validation is crucial for ensuring the reliability of the FEA results.
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So I am planning on doing an FEA for a rotational component as part of university project.

I am fairly confident about the analysis itself, meshing, convergence, etc.. I feel I am capable of setting up an accurate model. However, I need to validate my study with a simple preparatory FEA which can be verified by hand.

Any ideas on how this may be accomplished?

My first thought was to use beam torsion equations for a simple cylinder, but the model is then too simple and will not be sufficient. I am not sure if being verified by hand means using matrices, etc.
 
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What is the component ?
 
Can you validate with a physical experiment using a representative prototype?
 
If you want more guidance on a potential verification calculation selection you need to supply a diagram/drawing of your component and its loads.
 
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