Edgar J. Kaiser
Certified Consultant
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Posted:
4 years ago
24 sept. 2020, 10:40 UTC−4
Hi Jason,
I haven't tried it myself, but two background pressure fields with opposite propagation direction should do the job?
Cheers
Edgar
-------------------
Edgar J. Kaiser
emPhys Physical Technology
www.emphys.com
Hi Jason,
I haven't tried it myself, but two background pressure fields with opposite propagation direction should do the job?
Cheers
Edgar
Please login with a confirmed email address before reporting spam
Posted:
4 years ago
24 sept. 2020, 12:20 UTC−4
Hi Jason,
I haven't tried it myself, but two background pressure fields with opposite propagation direction should do the job?
Cheers
Edgar
Hi Edgar,
I appreciate your response, I'm using thermoviscous acoustics and when I use any kind of background pressure field it just gives some pressure field not standing wave, someone told me to use PML but I don't know exactly how to use it with my microchannel. My goal is to use p=p+pb formulation to calculate scattered field off an object inside my microchannel.
Kind regards
>Hi Jason,
>
>I haven't tried it myself, but two background pressure fields with opposite propagation direction should do the job?
>
>Cheers
>Edgar
Hi Edgar,
I appreciate your response, I'm using thermoviscous acoustics and when I use any kind of background pressure field it just gives some pressure field not standing wave, someone told me to use PML but I don't know exactly how to use it with my microchannel. My goal is to use p=p+pb formulation to calculate scattered field off an object inside my microchannel.
Kind regards
Edgar J. Kaiser
Certified Consultant
Please login with a confirmed email address before reporting spam
Posted:
4 years ago
24 sept. 2020, 14:40 UTC−4
You can choose a 'user defined' background field and enter expressions that depend on the spatial variables and time to describe the standing wave.
-------------------
Edgar J. Kaiser
emPhys Physical Technology
www.emphys.com
You can choose a 'user defined' background field and enter expressions that depend on the spatial variables and time to describe the standing wave.