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A Dual-Vector Method to Derive the Equivalent Screw of Two Successive Finite Screw Displacements for Line Segments

机译:一种双矢量方法,用于导出线段两连续有限螺杆位移的等效螺钉

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摘要

For finite rigid body motion, every two successive screw displacements can be represented by one equivalent screw displacement. However, such phenomenon should not be considered naturally to be valid for incompletely specified displacements (ISDs). There is neither a precise statement for such phenomenon nor an understanding of its range of validity within ISD, such as line segment displacements. As one of the main contributions in this paper, based on dual vector algebra and screw theory, an algorithm is provided to prove the existence of the subset within the scope of the line segment motion, which expresses the similar relation as shown in finite rigid body motion. A numerical example is presented for illustrative purpose.
机译:对于有限的刚体运动,每两个连续螺杆位移可以由一个等效的螺杆位移表示。 但是,这种现象不应自然地被视为有效的是不完全指定的位移(ISDS)。 既没有针对这种现象的精确陈述也没有理解其在ISD中的有效范围,例如线段位移。 作为本文的主要贡献之一,基于双矢量代数和螺杆理论,提供了一种算法来证明线段运动范围内的子集的存在,其表示与有限刚体中所示的类似关系 运动。 提出了一种用于说明目的的数值示例。

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