|
| Elastic-plastic torque analysis of notched cross-section cylinder |
| Received:August 08, 2008 |
| View Full Text View/Add Comment Download reader |
| DOI：10.7511/jslx20093023 |
| KeyWord:torque finite difference method stress function J, J-integral elastic-plastic film-glass covered analogy |
| Author | Institution |
| 傅向荣 |
中国农业大学 土木工程系,北京 |
| 岑松 |
清华大学 航天航空学院 工程力学系,北京 ;清华大学 航天航空学院 AML,北京 |
| 刘慧鹏 |
中国农业大学 土木工程系,北京 ;中国建筑科学研究院建筑工程软件研究所,北京 |
| 蒋秀根 |
中国农业大学 土木工程系,北京 |
| 剧锦三 |
中国农业大学 土木工程系,北京 |
| 王文婕 |
中国农业大学 土木工程系,北京 |
| 赵东 |
中国农业大学 土木工程系,北京 |
|
| Hits: 1431 |
| Download times: 1235 |
| Abstract: |
| The research of elastic-plastic torque analysis of notched cross-section cylinder can be divided into three steps: elastic stage, plastic stage and elastic-plastic stage. Each stage will employ different analysis method, such as the finite difference method for the elastic stage, and the sand heap analogy method for the plastic stage. As to the elastic-plastic stage, the ideas and results of both above approaches will be utilized. Using difference method, numerical solutions of stress function Jof the discrete points can be obtained. In this paper, the relationship between the stress function J and J-integral of the notch is studied. The J-integral of the III type crack can be calculated effectively, and be proved right by the numerical analysis. |
|
|
|