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The mathematics model for the evaluation of conical tapered parts

机译:锥形锥形零件评价的数学模型

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This paper mainly defines and solves minimum circumscribed and maximum inscribed cones which are used to evaluate the contact surface of the conical tapered parts. The optimal model of minimum circumscribed cone employs the concept of the minimum volume cone, and the maximum inscribed cone uses the maximum volume cone. Examples are given to verify that the model is admissible and reliable. The results show that the optimization procedures presented in this paper provide exact values of minimum circumscribed and maximum inscribed cones. The mathematics model is superior to the existing method in terms of computation time in material processing and mechanical assembly.
机译:本文主要限定并解决了用于评估锥形锥形部件的接触表面的最小限制和最大嵌入锥体。最小遮盖锥的最佳模型采用最小体积锥的概念,并且最大铭刻锥形使用最大体积锥。给出了示例以验证模型是否可以允许和可靠。结果表明,本文中呈现的优化程序提供了最小围绕和最大刻录锥体的最小值的精确值。在材料处理和机械装配中的计算时间方面,数学模型优于现有方法。

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