Hello,
I found out the solution and wanted to post here in case some one faces
similar problem.
In my case, the right hand side was already assembled and there was no way
that it could be assembled during the calculations as done usually.
Think of it as reading an assembled rhs (without applicat
Hi Daniel,
Thanks for the reply.
This indeed is one way of doing it.
I was wondering if there is any other way in which this can be done.
Thanks again.
On Monday, September 12, 2016 at 5:04:47 AM UTC-4, Daniel Arndt wrote:
>
> Rajat,
>
> The first equation is the usual equilibrium equation.
Rajat,
The first equation is the usual equilibrium equation. It is solved to give
> displacements. The stiffness matrix is then multiplied by this global
> displacement vector to give the global traction vector which forms the rhs
> for the second equation.
>
The easiest solution to deal with c
