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Synthesis of function generating spherical four bar mechanism for the six independent parameters

机译:六个独立参数的函数生成球面四杆机构的综合

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This study deals with the function generation synthesis of spherical four bar mechanism for six independent construction parameters φ_0, ψ_0, α_1, α_2, α_3, and α_4 by giving six or more design points with respect to the methods that are used in synthesis procedure. Quaternion algebra is used to derive the objective function of spherical four bar mechanism by following some rotational sequences. Three different methods as interpolation approximation, least squares approximation and Chebyshev approximation are used during synthesis procedure. During the consecutive trials in Chebyshev approximation, a new approach is taken to renew the design points φ_i by plotting the graph of the objective functions derivative and taking the roots of it as new design points with two boundary points. Separate examples are given for each section and the results are tabulated. Discussions about the study and comparisons between the used methods are given at the end of the study.
机译:本研究针对六个独立构造参数φ_0,ψ_0,α_1,α_2,α_3和α_4的六个独立构造参数,针对合成过程中使用的方法给出了六个或更多设计要点,以解决球面四杆机构的函数生成综合问题。四元数代数用于通过遵循一些旋转序列来推导球形四杆机构的目标函数。在合成过程中使用了三种不同的方法,如插值逼近,最小二乘逼近和切比雪夫逼近。在Chebyshev逼近的连续试验中,通过绘制目标函数导数图并将其根作为具有两个边界点的新设计点,采用了一种更新设计点φ_i的新方法。每个部分都给出了单独的示例,并将结果制成表格。在研究结束时,将进行有关该研究的讨论以及所用方法之间的比较。

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