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Geometric analysis of coupler-link mobility and circuits for planar four-bar linkages

机译:平面耦合器连杆移动性和电路的几何分析

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摘要

The problem of mobility analysis of planar four-bar linkages is revisited. The mobility is analyzed in terms of the range of coupler angle by a geometric approach, with a special interest on its full rotatability when the linkage is driven by the coupler link. A constraint triangle which characterizes the movement of the coupler link is constructed. By virtue of the constraint triangle, a new formulation on the couple curve rotation is derived, upon which the ranges of coupler angle are determined and the turning points are identified. Moreover, with the range of coupler angle, the number of circuits is determined. Examples are included to demonstrate the mobility analysis with the new approach. (C) 2017 Elsevier Ltd. All rights reserved.
机译:重新判断了平面四杆键的移动性分析问题。 根据几何方法,根据耦合器角度的范围分析移动性,当通过耦合器链路驱动链接时,对其全旋转性具有特殊兴趣。 构建了表征耦合器链路移动的约束三角形。 借助于约束三角形,导出对耦合曲线旋转的新配方,确定耦合角角度的范围,并且识别转弯点。 而且,通过耦合角的范围,确定电路的数量。 包括在内的示例以证明具有新方法的移动性分析。 (c)2017 Elsevier Ltd.保留所有权利。

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