Hello!

I have to solve a system of PDEs with Comsol and do not know where to start ...

This is the system:

[tex]&u_{,x}+v_{,y}=k y+h x\ \ \ &in\ \mathcal{A}[/tex]

[tex]v_{,x}-u_{,y}=k x-h y\ \ \ &in\ \mathcal{A}[/tex]

[tex]u n_x+v n_y=0\ \ \ &on\ \partial\mathcal{A}[/tex]

[tex]\mathcal{A}\ in\ \mathbb{R}^2[/tex],[tex]\boldsymbol{v}=(u,v)[/tex], [tex]h,k\ \in\mathds{R}[/tex] and [tex]\boldsymbol{v}=(nx,ny)[/tex] is the normal vector.

Someone can help me?

My e-mail address is <email address removed>, please contact me!

Can you send me the solution made with Comsol?

Thank you all!!!

(Sorry for the bad english)

I have to solve a system of PDEs with Comsol and do not know where to start ...

This is the system:

[tex]&u_{,x}+v_{,y}=k y+h x\ \ \ &in\ \mathcal{A}[/tex]

[tex]v_{,x}-u_{,y}=k x-h y\ \ \ &in\ \mathcal{A}[/tex]

[tex]u n_x+v n_y=0\ \ \ &on\ \partial\mathcal{A}[/tex]

[tex]\mathcal{A}\ in\ \mathbb{R}^2[/tex],[tex]\boldsymbol{v}=(u,v)[/tex], [tex]h,k\ \in\mathds{R}[/tex] and [tex]\boldsymbol{v}=(nx,ny)[/tex] is the normal vector.

Someone can help me?

My e-mail address is <email address removed>, please contact me!

Can you send me the solution made with Comsol?

Thank you all!!!

(Sorry for the bad english)

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