An integral solution for the relative-rotation dynamic equation of a cylinder

作者：Dong QL^*; Wang K; Zhang CX; Liu B

来源：Acta Physica Sinica, 2004, 53(2): 337-342.

• relatively rotation
• similarity analog
• dynamics equation
• analytic solution

For the relative rotation dynamic equation of the cylinder between random twain cross sections, we gain an analytic solution for the equation by using the coupling method. Due to the particularity of the equation, we gain an invertible matrix by utilizing the Jordan canonical. Thereby, we obtain an integral solution for the relative rotation dynamic equation of the cylinder. According to the requirements in engineering applications, we give some analytic solutions of two types of load action, i.e. the impact and periodic types.

• 出版日期2004-2
• 单位北京大学