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Taking Coriolis into account in Solids mechanics

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Hey,

I'm trying to implement a coriolis force thanks to a body load. For a rotation around the axe Z, I'm using the following expressions :
2*omega*solid.rho*vt
-2*omega*solid.rho*ut
0

My case is on a block. One side is fixed and I'm applying a force on the opposite side on the (Oy) axis.
Eventually, I don't have any response on the (Ox) axis. I got this method from a model (that was a MEMS as far as I can remember) and that seemed to work. Do you know why it doesn't ? Maybe are you taking into account this force with another method ?

Best regards,
JC.


1 Reply Last Post Mar 20, 2013, 5:30 a.m. EDT
Ivar KJELBERG COMSOL Multiphysics(r) fan, retired, former "Senior Expert" at CSEM SA (CH)

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Posted: 1 decade ago Mar 20, 2013, 5:30 a.m. EDT
Hi

you have an object vibrating and rotating, if I catch you right, now COMSOL uses omega for the frequency domain variable, so a) you should rather use another name, then b) "ut, vt" velocities from my understanding are better expressed in the frequency domain as omega*(u,v) where solid.omega is the 2*pi*solid.freq value of COMSOL (check the equations view and the equation TAB)

then you need to correctly set up the rotation and distance to the axis w.r.t. your object, you could use a cylindrical coordinate system under Definitions to help you out

--
Good luck
Ivar
Hi you have an object vibrating and rotating, if I catch you right, now COMSOL uses omega for the frequency domain variable, so a) you should rather use another name, then b) "ut, vt" velocities from my understanding are better expressed in the frequency domain as omega*(u,v) where solid.omega is the 2*pi*solid.freq value of COMSOL (check the equations view and the equation TAB) then you need to correctly set up the rotation and distance to the axis w.r.t. your object, you could use a cylindrical coordinate system under Definitions to help you out -- Good luck Ivar

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