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temperature effect on SAW eigenfrequency analysis

Posted 2012年9月21日 GMT-4 13:55 MEMS & Nanotechnology, MEMS & Piezoelectric Devices Version 4.3 3 Replies

Zhang Gazi
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Hi all,

Now I want to analyse the temperature effect on SAW eigenfrequency analysis. There is a similar tutorial in comsol model library named saw_gas_sensor.mph. That simulation is done in room temperature, now I want to calculate the eigenfrequency in 40 degree. So I add 'thermal stress' and add 'temperature' boundary. But it gets a wrong result. Could anybody help me? Thanks.

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zhanggazi
3 Replies Last Post 2012年9月28日 GMT-4 02:58
Sergio Mora
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Posted: 1 decade ago 2012年9月26日 GMT-4 16:39
Hi,
I have the same problem, when I modify the temperature there is no change in the frequency response. I would like to ask for help with this issue.
Hi, I have the same problem, when I modify the temperature there is no change in the frequency response. I would like to ask for help with this issue.
Ivar KJELBERG COMSOL Multiphysics(r) fan, retired, former "Senior Expert" at CSEM SA (CH)
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Posted: 1 decade ago 2012年9月27日 GMT-4 02:01
Hi

but how do you add T effects?
a) in PZD you can only add thermal expansion (for the volume hence inertia change) for linear materials, not for the PZD term, and
b) then you need to also adapt the physical material properties to get these correctly changing with T

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Good luck
Ivar
Hi but how do you add T effects? a) in PZD you can only add thermal expansion (for the volume hence inertia change) for linear materials, not for the PZD term, and b) then you need to also adapt the physical material properties to get these correctly changing with T -- Good luck Ivar
Sergio Mora
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Posted: 1 decade ago 2012年9月28日 GMT-4 02:58
Hi Ivar,

I added linear thermal expansion for linear materials, in my case aluminum, but this is not enough for my research. The problem is that I want to modify the temperature of the PZD term (substrate LiNbO3) and thus observe a change in the frequency response of the admittance. The substrate has a variable T, which I can change, but there is no change in the admittance. How I can integrate this variable T in the behavior of my model? Can you help me? Thanks
Hi Ivar, I added linear thermal expansion for linear materials, in my case aluminum, but this is not enough for my research. The problem is that I want to modify the temperature of the PZD term (substrate LiNbO3) and thus observe a change in the frequency response of the admittance. The substrate has a variable T, which I can change, but there is no change in the admittance. How I can integrate this variable T in the behavior of my model? Can you help me? Thanks

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