TKK/smt
3D model, thermal stress analysis of surface mounted transistor. R Kohia
| Name | smt | 
| Group | TKK | 
| Matrix ID | 1909 | 
| Num Rows | 25,710 | 
| Num Cols | 25,710 | 
| Nonzeros | 3,749,582 | 
| Pattern Entries | 3,753,184 | 
| Kind | Structural Problem | 
| Symmetric | Yes | 
| Date | 2008 | 
| Author | R. Kouhia | 
| Editor | T. Davis | 
 
 
| Structural Rank | 25,710 | 
| Structural Rank Full | true | 
| Num Dmperm Blocks | 1 | 
| Strongly Connect Components | 1 | 
| Num Explicit Zeros | 3,602 | 
| Pattern Symmetry | 100% | 
| Numeric Symmetry | 100% | 
| Cholesky Candidate | yes | 
| Positive Definite | yes | 
| Type | real | 
 
| SVD Statistics | 
| Matrix Norm | 5.297664e+06 | 
| Minimum Singular Value | 3.338669e-03 | 
| Condition Number | 1.586759e+09 | 
| Rank | 25,710 | 
| sprank(A)-rank(A) | 0 | 
| Null Space Dimension | 0 | 
| Full Numerical Rank? | yes | 
| Download Singular Values | MATLAB | 
 
 
| Download | MATLAB
Rutherford Boeing
Matrix Market | 
| Notes | 
Matrix problems from Reijo Kouhia, Structural Mechanics, Helsinki      
University of Technology.   http://users.tkk.fi/~kouhia/sparse.html    
                                                                       
Surface mount transistor, 1704 reduced triquadratic elem, therm stress.
This is a stiffness matrix from a thermal stress analysis of           
a surface mounted transistor.  Due to symmetry only one half of        
the model is discretized in 1704 standard reduced triquadratic elements
(20 node serendipity).  There are 5 different materials.               
The stiffness matrix is integrated by 3x3x3 Gaussian quadrature.       
Separate load vector file is also available.                           
Figure of the FE model can be seen in a separate description,          
or downloaded as a postscript file from the contributors www-pages.    
Contributor:                                                           
Reijo Kouhia, Helsinki University of Technology,                       
               Laboratory of Structural Mechanics                      
               PO Box 2100, 02015 HUT, Finland                         
 e-mail: reijo.kouhia@hut.fi                                           
 http://www.hut.fi/~kouhia |