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Numerical analysis of Journal Bearing based on Finite Difference Method with Inhomogeneous Grid

机译:基于有限差分法的非均匀网格轴承数值分析

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摘要

Finite Difference Method (FDM) is one of the most commonly used methods for calculating the pressure distribution of journal bearings, and the division of grid is the key node in computing. For the bearings with surface texture, considering the great difference between the size of texture and bearing, sparser grid may cause the larger calculation errors, but denser grid cause the increasing of computing time and great inconvenient for multi data contrast. In this paper, time consuming in calculating oil-film-pressure distribution has been compared, between using inhomogeneous or homogeneous grid in FDM, with the condition of surface texture on radial journal bearing. Calculation accuracy has also been compared. The result shows the grate shorten by using the inhomogeneous grid in calculation time, with the same accuracy of results in case of small rate of texture area.
机译:有限差分方法(FDM)是计算轴颈轴承压力分布的最常用方法之一,并且网格的划分是计算中的关键节点。对于具有表面纹理的轴承,考虑到纹理和轴承尺寸之间的巨大差异,稀疏网格可能会导致较大的计算误差,但更密集的网格导致计算时间的增加和多数据对比度的巨大不方便。本文在FDM中使用了在FDM中使用的非均匀或均匀网格之间进行了计算来计算油膜压力分布时的耗时。还比较了计算精度。结果显示了通过在计算时间中使用不均匀网格的炉排缩短,在纹理区域小的情况下具有相同的结果精度。

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