Simulating rotation about a point

A. Barua; A. Nandi; S. Neogy

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Simulating rotation about a point

机译：模拟围绕点的旋转

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The present paper deals with a student friendly but general treatment of rotation about a point. The conventional treatment followed in Dynamics of machines only deals with steady state precession. Engineering Mechanics courses formulate general theory but due to presence of nonlinear differential equations, avoid their solution. Such an approach may produce less impact on the students. The authors propose to use readily available differential equation solvers and graphics facilities to numerically solve the equations and show the animated motion. Such an approach is expected to boost the interest of the students.

机译：本文讨论的是学生友好但绕点旋转的一般方法。机器动力学中遵循的常规处理仅处理稳态进动。工程力学课程阐述了一般理论，但由于存在非线性微分方程，因此请避免求解。这种方法对学生的影响可能较小。作者建议使用现成的微分方程求解器和图形工具对方程进行数值求解并显示动画运动。这种方法有望提高学生的兴趣。

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来源
《International Journal of Mechanical Engineering Education》 |2010年第3期|p.233-251|共19页
作者
A. Barua; A. Nandi; S. Neogy;
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作者单位

Mechanical Engineering Department, Georgia Institute of Technology, Georgia, USA;

Mechanical Engineering Department, Jadavpur University, Kolkata, India;

Mechanical Engineering Department, Jadavpur University, Kolkata, India;

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原文格式 PDF
正文语种 eng
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关键词
rotation about a point; numerical solution of euler's equations; graphic display of animatedmotion;

机译：绕一点旋转;欧拉方程的数值解;图形化显示animationmotion;

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Simulating rotation about a point

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