一种计算弹性水动力线接触膜几何形状的修正数值方法

M. Mohammadpour, I. Mirzaee, S. Khalilarya
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引用次数: 1

摘要

本文提出了一种修正的全数值模型,用于计算各种几何形状和材料性能条件下的弹流线接触。该模型可以在最短的时间内以最好的精度计算结果。所有的修改都将应用于以前开发的模型,以达到所需的时间和准确性。该模型有助于在弹流动力学应用中,如齿轮沿接触路径的润滑等,得到大量点的结果。首先,给出了该方法的实现方案。然后,在计算过程中进行一些调整,考虑时间消耗和结果准确性,选择最佳方法。最后,提出了一种特殊的猜测方法,以便在最短的时间内获得最佳的数值结果。该方法首先利用粗网格和较短的时间获得较好的猜测值,然后将这些值作为细网格中开始数值计算的现实猜测值。对收敛过程的研究将得到一些特殊的结果并进行讨论。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A modified numerical method for calculations of film geometry of elasto-hydro-dynamic line contacts
In this paper, a modified full numerical model will be presented to calculate elastohydrodynamic line contacts in various conditions of geometry and material properties. This model can calculate results in shortest time and with best accuracy. All modifications will be applied in previously developed models to reach demanded results in desired time and accuracy. This model is helpful to get results in large number of points in elastohydrodynamic applications as gear lubrication along path of contact). Firstly, a scheme of the method will be presented. Then, some changes will be made in calculation process and considering the time consumption and results accuracy, the best method will be chosen. Finally, a special guess method will be developed to get the numerical results in the shortest time and best accuracy. In this method, firstly a good guess will be obtained using a coarse grid and short time and then these values will be used as a realistic guesses for starting numerical method in fine grid. Some special results will be obtained and discussed investigating the convergence process.
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