Hello Ha Ha
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Posted:
9 years ago
11.06.2015, 15:13 GMT-4
I defined kx = 0,ky =0, in parameters; i n periodic periodic boundary condition for 2D sq Lt I chose floquet BC and used kx and ky for kf (for x and y box respectively), ; right click on study to add parametric sweep, where I chose kx = o to pi/a, (a = lattice constant). from the derived values(result>derived values>global evaluation); we can get kx vs eigen freq, but I got transverse mode only, z- mode missing (for solid solid 2d sq lattice).
BTW did you figure it out how to get a proper band structure for a 2D phononic crystal?
Thank you
I defined kx = 0,ky =0, in parameters; i n periodic periodic boundary condition for 2D sq Lt I chose floquet BC and used kx and ky for kf (for x and y box respectively), ; right click on study to add parametric sweep, where I chose kx = o to pi/a, (a = lattice constant). from the derived values(result>derived values>global evaluation); we can get kx vs eigen freq, but I got transverse mode only, z- mode missing (for solid solid 2d sq lattice).
BTW did you figure it out how to get a proper band structure for a 2D phononic crystal?
Thank you
Nagi Elabbasi
Facebook Reality Labs
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Posted:
9 years ago
25.01.2016, 12:45 GMT-5
I uploaded a COMSOL file to the Model Exchange that shows how to set up a phononic band gap eigenfrequency analysis. Here is the link:
www.comsol.com/community/exchange/432/.
I uploaded a COMSOL file to the Model Exchange that shows how to set up a phononic band gap eigenfrequency analysis. Here is the link: http://www.comsol.com/community/exchange/432/.