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PLANAR LINKAGE SYNTHESIS FOR FUNCTION GENERATION USING POLES AND ROTATION ANGLES

机译:利用极点和旋转角合成平面链接以生成函数

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Function Generation is a long standing linkage design problem. It is possible to design a planar four bar linkage whose input and output links will pass through seven coordinated positions. This paper discloses the first graphical solution to this problem. The approach is to consider the constraints imposed by the target positions on the linkage through the poles and rotation angles. This approach enables the designer to explore the range of possible solutions when fewer than seven positions are specified by dragging a fixed or moving pivot in the plane. The selection of free choices is made at the end of the process and the complete mechanism is visible when the choices are made. The constraints only need to be made once which eliminates the repetitive construction required by previous methods to consider multiple pivot locations. Since it is so easy to consider multiple pivot locations and the solution mechanism is visible, the required design time is greatly reduced. A corresponding analytical solution is also developed and solved based on the same constraints. This is a new analytical solution and is defined by a system of 20 nonlinear equations with 20 unknowns.
机译:函数生成是一个长期存在的链接设计问题。可以设计一个平面四连杆机构,其输入和输出连杆将经过七个协调的位置。本文公开了第一个图形解决方案。该方法是考虑极点和旋转角度对目标位置施加在连杆上的约束。当在平面中拖动固定或移动的枢轴指定的位置少于七个时,该方法使设计人员能够探索可能的解决方案的范围。自由选择的选择是在流程结束时进行的,并且在做出选择时可以看到完整的机制。约束仅需进行一次即可,从而消除了先前方法考虑多个枢轴位置所需的重复构造。由于很容易考虑多个枢轴位置,并且可以看到解决方案机制,因此大大减少了所需的设计时间。基于相同的约束条件,还开发并解决了相应的分析解决方案。这是一个新的解析解决方案,由包含20个未知数的20个非线性方程组组成。

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