由Gurtin变分原理求解策动力下一维动力学初值问题的半解析法

A SEMI-ANALYTICAL METHOD BASED ON GURTIN VARIATIONAL PRINCIPLE TO SOLVE 1-D INITIAL-VALUE PROBLEMS OF DYNAMICS UNDER ALTERNATE FORCES

  • 摘要: 基于Gurtin变分原理,以梁为对象研究了在策动力下动力学初值问题的半解析解法。该方法在空间域作有限元离散,在时间域上取级数。

     

    Abstract: A semi-analytical method is derived on the basis of Gurtin variational principle for solving one dimension initial-value problems of dynamics under alternating forces. This method takes finite element discretization in space domain and series in time domain.

     

/

返回文章
返回