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A restatement of the optimum synthesis of function generators with planar four-bar and slider-crank mechanisms examples

机译:用平面四杆和滑块曲柄机构的函数发生器最佳合成的重述实施例

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The problem of optimum synthesising of a mechanism to best approximate a function, while simultaneously ensuring good motion transmission characteristics is discussed. Distinction is made between the design variables that determine the shape of the input-output (I/O) function of the mechanism, and the design variables that affect the degree of overlap between this I/O function and the function to be mechanised, through scaling, mirroring and rotations in 90° increments. Examples are given of designing the planar four-bar and slider-crank linkages of a logarithmic scale, and that of a tangent-function generator. These are performed on modified mechanisms with an added degree-of-freedom, which substantially simplify the synthesis problem.
机译:讨论了讨论了最佳近似函数的机制的最佳合成问题,同时讨论了确保良好的运动传输特性。 在设计变量之间进行区分,确定机制的输入输出(I / O)函数的形状,以及影响该I / O功能与待机械化功能之间的重叠程度的设计变量。通过 以90°增量缩放,镜像和旋转。 给出了对数尺度的平面四杆和滑块曲柄连杆的示例,以及切线函数发生器的平面。 这些在具有额外自由度的改进机制上进行,这基本上简化了合成问题。

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