Discussion Closed This discussion was created more than 6 months ago and has been closed. To start a new discussion with a link back to this one, click here.
how can I impose a boundary condition which contain derivative of other dependent variable
Posted 2009年9月18日 GMT-4 12:41 2 Replies
Please login with a confirmed email address before reporting spam
I am using pde general mode for solving a natural convection problem and boundary condition for omega equals to second derivative of the dependent variable psi with respect to x. That is,
omega=d2psi/dx2
omega=d2psi/dx2
2 Replies Last Post 2010年8月25日 GMT-4 07:58
Please login with a confirmed email address before reporting spam
Posted:
2 decades ago
Hello, Kamil. You can implement derivatives very easily in COMSOL.
The notation is very simple: you can write d(A,B), where A is the variable you wish to derive with respect to B. You can also use Ab, though I think this only works up to 2nd order, and I'm not sure if it works of every variable.
So, for example, dT/dx = d(T,x) = Tx
You can nest these to get higher orders, such as:
d2T/dx2 = d(d(T,x),x) = Txx
d3T/dx3 = d(d(d(T,x),x),x)
You can also derivate with respect to different variables while nesting.
Hope this helps.
The notation is very simple: you can write d(A,B), where A is the variable you wish to derive with respect to B. You can also use Ab, though I think this only works up to 2nd order, and I'm not sure if it works of every variable.
So, for example, dT/dx = d(T,x) = Tx
You can nest these to get higher orders, such as:
d2T/dx2 = d(d(T,x),x) = Txx
d3T/dx3 = d(d(d(T,x),x),x)
You can also derivate with respect to different variables while nesting.
Hope this helps.
Please login with a confirmed email address before reporting spam
Posted:
1 decade ago
Hi,
I am experiencing a similar problem: I want to use the time derivative of an Integration Coupling Variable (on a boundary) as BC (normal inflow velocity of a fluid dynamics simulation).
The integration variable is V. Typing d(V,t) in the BC for normal inflow velocity does not work. The velocity remains zero throughout the simulation.
Any clue what to do (V. 3.5a)?
Thanks. Alois
I am experiencing a similar problem: I want to use the time derivative of an Integration Coupling Variable (on a boundary) as BC (normal inflow velocity of a fluid dynamics simulation).
The integration variable is V. Typing d(V,t) in the BC for normal inflow velocity does not work. The velocity remains zero throughout the simulation.
Any clue what to do (V. 3.5a)?
Thanks. Alois