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Application of graphical operation method to the dynamics and relative-motion problems

机译:图形化运算方法在动力学和相对运动问题中的应用

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In analyzing the dynamics and relative-motion problems, we usually need the "equations of motion" and some mathematical operations such as calculus, inner or cross product, etc. It will be a troublesome work for us to do the operation of algebra. For example, we must analyze carefully each component of the equations of motion about x, y, z axes in detail. This paper presents some simple graphical operation rules to overcome this imperfection. By means of graphical operation, we could exactly simplify necessary algebraic operations to get the simplified equations and obtain the equations of motion in compact forms. Two examples are included to illustrate this method. (C) 2002 Published by Elsevier Science Inc. [References: 9]
机译:在分析动力学和相对运动问题时,我们通常需要“运动方程”和一些数学运算,例如微积分,内积或叉积等。进行代数运算将是一件麻烦的工作。例如,我们必须仔细分析关于x,y,z轴的运动方程的每个分量。本文提出了一些简单的图形操作规则来克服这一缺陷。通过图形运算,我们可以精确地简化必要的代数运算,从而获得简化的方程并以紧凑形式获得运动方程。包括两个示例以说明此方法。 (C)2002由Elsevier Science Inc.出版[参考文献:9]

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