Ok, I have created a simpler example.
1) CheckpointWrite.png -- screenshot showing the output when writing the
mesh.
2) CheckpointRead.png -- screenshot showing the output when reading the mesh
You can see exactly what I wrote in my earlier email, albeit with different
numbers this time.
3) Che
I suggest you first get an example working using a standard finite element
implementation (e.g. based on one of the "systems_of_equations" examples).
Once you have that working you can then try to convert it into a reduced
basis implementation. But note that normally reduced basis is not used for
1
Hello everyone,
I want to solve the Euler cantilever beam equation using reduced basis to
understand the RB method.
However, I don't know how to deal with a 2nd derivative term of a weak form
of the Euler beam equation.
First, I created a 1D mesh. Then, refferring to
On Tue, 12 Dec 2017, Jahrul Alam wrote:
First, I wrote the mesh as [CheckpointIO(mymesh).write("test.cp");]
Next, I re-compiled the code (only to change 'read' to 'write'), and read the mesh as
[CheckpointIO(mymesh).read("test.cp");]
mymesh.print_info() shows n_nodes=33153, n_local_n
