phmandl / modalanalyse Goto Github PK

Tasks
Eigenvalue Solvers
1 vector iteration (M,P)
2 inverse vector iteration (M,P)
3 Rayleigh quotient iteration (M,P)
4 higher eigenvalues using inverse vector iteration in orthogonal direction (M,P)
5 QR-algorithm (R)
6 subspace-iteration (M,P)
7 numpy/matlab ((M,P)

Eigenvalues and Mode Shapes
1 Visualize the structure of the system matrices (e.g. as image) (T)
2 Visualize the geometry (see template) (T)
3 Compute a different static problem (R)
4 Compute and visualise natural frequencies and oscillation modes for different boundary (T)conditions: free, east edge (x = xmin) clamped , all edges clamped (T)

Submission for HW1
1 Function for vector iteration (M,P,R,T)
2 Compute and plot mode shapes for rectangular plate (free-free) (M,P,R,T)

Legend:
M...Maxi
P...Phili
R...Richi
T...Tae-Hyongi

1 Visualize the structure of the system matrices (e.g. as image) (T)
2 Visualize the geometry (see template) (T)
3 Compute a different static problem (R)
4 Compute and visualise natural frequencies and oscillation modes for different boundary (T)conditions: free, east edge (x = xmin) clamped , all edges clamped (T)

Jeder überlegt einen Vorschlag bis zum 1. Meeting am 11.03.

Eigenvalue Solvers
1 vector iteration (M,P)
2 inverse vector iteration (M,P)
3 Rayleigh quotient iteration (M,P)
4 higher eigenvalues using inverse vector iteration in orthogonal direction (M,P)
6 subspace-iteration (M,P)

• Function for vector iteration (M,P,R,T)
• Compute and plot mode shapes for rectangular plate (free-free) (M,P,R,T)
• Documentation and upload to TUWEL