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Analytical Solution of Bending Stress Equation for Symmetric and Asymmetric Involute Gear Teeth Shapes with and without Profile Correction

机译:带有和不带有轮廓校正的对称和非对称渐开线齿轮齿形弯曲应力方程的解析解

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In this work, a developed analytical method based on a previous trial graphical method has been introduced to find the solution of bending stress equation for symmetric and asymmetric involute gear teeth shapes with and without profile correction and for different gear design parameters. In order to achieve this analytical solution, certain geometrical properties for gear tooth shape of tooth loading angle, tooth critical section thickness, the load height from this section and Lewis form factor which are imperative to formulate the final form of the tooth bending stress equation must be determined analytically step-by-step. As a result of this work, the trial graphical method has been avoided by establishing a simple analytical expression which can be easily solved and it gives a higher accuracy and requires a shorter time.
机译:在这项工作中,引入了一种基于先前试验图形方法的改进分析方法,以找到带有和不带有轮廓校正以及不同齿轮设计参数的对称和非对称渐开线齿轮齿形的弯曲应力方程的解。为了获得这种解析解,必须为齿轮的齿形,齿的加载角度,齿的临界截面厚度,该截面的载荷高度和刘易斯形状因数提供一定的几何特性,这对于制定齿弯曲应力方程的最终形式必不可少。逐步分析确定。这项工作的结果是,通过建立一个简单的解析表达式避免了试验图形方法,该解析表达式易于解决,并且精度更高,所需时间更短。

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