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Posted:
2 decades ago
26 ott 2009, 11:33 GMT-4
Hi Matthew,
I think you should explain better your problem.
Some questions:
1) It is something related to the thermal field?
2) What is the physical meaning of the various terms of your equation?
3) What do you would like to model?
4) Is your problem axi-symmetric?
Please give some of the details above. If not, I think it is impossible to help you...
Hi.
Alessandro
Hi Matthew,
I think you should explain better your problem.
Some questions:
1) It is something related to the thermal field?
2) What is the physical meaning of the various terms of your equation?
3) What do you would like to model?
4) Is your problem axi-symmetric?
Please give some of the details above. If not, I think it is impossible to help you...
Hi.
Alessandro
Please login with a confirmed email address before reporting spam
Posted:
2 decades ago
26 ott 2009, 11:33 GMT-4
Hi Matthew,
I think you should explain better your problem.
Some questions:
1) It is something related to the thermal field?
2) What is the physical meaning of the various terms of your equation?
3) What do you would like to model?
4) Is your problem axi-symmetric?
Please give some of the details above. If not, I think it is impossible to help you...
Hi.
Alessandro
Hi Matthew,
I think you should explain better your problem.
Some questions:
1) It is something related to the thermal field?
2) What is the physical meaning of the various terms of your equation?
3) What do you would like to model?
4) Is your problem axi-symmetric?
Please give some of the details above. If not, I think it is impossible to help you...
Hi.
Alessandro
Please login with a confirmed email address before reporting spam
Posted:
2 decades ago
26 ott 2009, 11:41 GMT-4
Hello Alessandro,
1) I am trying to model an adiabatic model. I found this equation from literature and trying to implement it using a weak form.
2) omega = rotational speed, rho = density of fluid, Cp = specific heat, h = film thickness, u = viscosity of fluid, r = radius of bearing, P = pressure, T = temperature
3) Using this adiabatic equation, I want to take a look at the temperature variation of the bearing.
4) Yes it is axi-symmetric.
I am sorry about not providing enough info. I tried to implement this equation using PDE Edge weak form but it seems like there are no temperature variation.
Thanks,
Matthew
Hello Alessandro,
1) I am trying to model an adiabatic model. I found this equation from literature and trying to implement it using a weak form.
2) omega = rotational speed, rho = density of fluid, Cp = specific heat, h = film thickness, u = viscosity of fluid, r = radius of bearing, P = pressure, T = temperature
3) Using this adiabatic equation, I want to take a look at the temperature variation of the bearing.
4) Yes it is axi-symmetric.
I am sorry about not providing enough info. I tried to implement this equation using PDE Edge weak form but it seems like there are no temperature variation.
Thanks,
Matthew