COMSOL example model results do not match with Mathematical Model

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SUMMARY

The forum discussion centers on discrepancies between frequency response results obtained from COMSOL's example model for a cantilever beam and those calculated using Euler beam theory. The COMSOL model yields resonance frequencies of 84.36, 528.84, 949.31, 1316.00, 1481.41, and 2882.00 Hz, while the Euler beam theory provides significantly different results for the higher resonance frequencies, indicating a mismatch after the second natural frequency. The discussion highlights the importance of correctly defining boundary conditions when performing modal analysis in COMSOL.

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  • Knowledge of Euler beam theory and its application in structural analysis
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  • Review COMSOL documentation on defining boundary conditions for modal analysis
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Oscar6330
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Hi! I started to look into freq response analysis of a cantilever beam using COMSOL. Luckily COMSOL already has an example model "Model Library>> Structural mechanics module>>Dynamics and Vibrations>>rotating blade". While not changing anything in the model and with Omega=0 and Cloris =0, I get the following results

Resonance Freq1 = 84.36
Resonance Freq2 =528.84
Resonance Freq3 =949.31

Resonance Freq4 =1316.00
Resonance Freq5 =1481.41
Resonance Freq6 =2882.00

But Euler beam theory (options>>constants) gives me the following

Resonance Freq1 = 84.36
Resonance Freq2 =528.66
Resonance Freq3 =1862.89

Resonance Freq4 =3650.55
Resonance Freq5 =6034.61
Resonance Freq6 =9064.89

Clearly the results do not match after 2nd natural/ resonance freq. I am quite sure that COMSOL example model cannot be wrong but there is something odd. Some elaboration would be appreciated
 
Physics news on Phys.org
You're wanting to solve a cantilever beam modal analysis, but used a rotating blade vibration analysis. How are the boundary conditions defined?
 

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