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二端面弹性转轴动力学方程变换
A Coordinate Conversion for Dynamics Equation of Elastic Rotation Shaft Possessed Twain Side
【摘要】 在非相对论性原理下建立了二端面弹性转轴的动力学方程。给出了伽利略坐标变换下的相对动力学方程。将弹性转轴的动力学方程建立在不同坐标系下,为相似工程学和计量、测控仪器的相似标定提供理论依据及方法。
【Abstract】 A novel relative dynamics equation of the elastic rotation shaft possessed twain side is built in the nonrelativistic theory in this paper. A novel relative dynamics equation of the elastic rotation shaft possessed twain side is built in the Galileo coordinate conversion theory. The dynamics equation of the elastic rotation shaft possessed twain side is built on the different coordinate system. It can provide the theory and method for the similarity engineering and the similarity calibrating the quantification and measurement-control.
【关键词】 二端面;
弹性转轴;
动力学方程;
坐标变换;
相对动力学方程;
【Key words】 twain side; elastic rotation shaft; dynamics equation; coordinate conversion; relative dynamics equation.;
【Key words】 twain side; elastic rotation shaft; dynamics equation; coordinate conversion; relative dynamics equation.;
【基金】 河北省科技攻关资助项目(编号:02212106D)
- 【文献出处】 燕山大学学报 ,Journal of Yanshan University , 编辑部邮箱 ,2003年02期
- 【分类号】TB122
- 【下载频次】68