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Why the COMSOL results can not give infinity values at resonance?
Posted 27 mars 2017, 09:13 UTC−4 Acoustics & Vibrations Version 5.2 2 Replies
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Dear all,
I am now stuck in a problem about the acoustic pressure distribution inside a long duct with a monopole source in the cubic center.
Considering one-dimension wave propagation problems, when all of the surfaces were set as 'sound hard boundary', why can't the acoustic pressure reach the infinite value at resonance?
The COMSOL document gives the following discussion: when the sound waves propagate in a lossless medium, attenuation frequently occurs by interaction with the surrounding at the boundaries of the system.
There might be some assumptions in the software when dealing with the calculation, but for the influence on the maximum values at resonance, I wonder how and to what extent the boundary condition or assumption affect the final pressure results, in detail?
Thank you very much in advance.
I am now stuck in a problem about the acoustic pressure distribution inside a long duct with a monopole source in the cubic center.
Considering one-dimension wave propagation problems, when all of the surfaces were set as 'sound hard boundary', why can't the acoustic pressure reach the infinite value at resonance?
The COMSOL document gives the following discussion: when the sound waves propagate in a lossless medium, attenuation frequently occurs by interaction with the surrounding at the boundaries of the system.
There might be some assumptions in the software when dealing with the calculation, but for the influence on the maximum values at resonance, I wonder how and to what extent the boundary condition or assumption affect the final pressure results, in detail?
Thank you very much in advance.
2 Replies Last Post 29 mars 2017, 10:44 UTC−4