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MATHEMATICAL MODEL FOR PARAMETRIC TOOTH SURFACE OF CYLINDRICAL GEARS BASED ON KINEMATIC SYNTHESIS

机译:基于运动合成的圆柱齿轮参数齿面的数学模型

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A generalized approach for parametrizing conjugate tooth surfaces in cylindrical gears is presented in this work. Developed are the polynomials expressions to define the tooth surfaces of pinion and gear based on kinematics synthesis for planar gears. The polynomials expressions incorporate the motion generation (points or positions of precision) and function of transmission errors. It is interesting to note that if the desired pressure angle for the tooth profile is constant, the output polynomial of profile becomes a conventional involute. Polynomials expressions are given for the profile modifications necessary to compensate for any specified or anticipated errors of assembly and/or manufacturing. In addition property of rack as the limits of zone active, transverse contact ratio and contact asymmetry ratio are analysed.
机译:在这项工作中提出了一种用于圆柱形齿轮中的参数缀合物齿面的通用方法。开发的多项式表达式,用于基于平面齿轮的运动学合成来限定小齿轮和齿轮的齿面。多项式表达式包括运动生成(点或精度的点)和传输误差的功能。值得注意的是,如果牙齿轮廓的所需压力角是恒定的,则轮廓的输出多项式成为传统的渐开线。给出多项式表达式,用于补偿组装和/或制造的任何指定或预期误差所需的轮廓修改。此外,分析了齿条作为区域的限制,分析了横向接触比和接触不对称比的限制。

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