|
| The nonlinear hybrid stress finite element method for Hahn-Tsai composite materials |
| Revised:October 08, 2004 |
| View Full Text View/Add Comment Download reader |
| DOI：10.7511/jslx20066140 |
| KeyWord:nonlinear hybrid stress element,assumed stress field,new method for stress field iteration,Hahn-Tsai composite material model |
| ZHANG Can-hui FENG Wei HUANG Qian ZHANG Jian-lin |
|
| Hits: 1419 |
| Download times: 8 |
| Abstract: |
| The nonlinear hybrid stress finite element method for Hahn-Tsai composite materials is established successfully.The Newton-Raphson iteration technique is employed to solve the displacement nonlinear equations of the structure.To save the computer cost,the element stress field can be computed by the simple iteration method from the nodal displacements.However,the fact is that the simple stress iteration is recurrent so that divergent for the large load.Obviously,the ordinary accelerating techniques cannot overcome this problem of divergence of recurrent iteration.So,a new method of nonlinear stress iteration is derived in this paper.It is useful and the rapidly convergent solution can be obtained without more computer cost.In particular,it also results in the convergent solution for large load.It is the key to the successful nonlinear hybrid finite analysis for the large load.The numerical example shows that the method is effective. |
|
|
|