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A simple numerical procedure to calculate the input data of Greenwood-Williamson model of asperity contact for actual engineering surfaces

机译:计算实际工程表面的粗糙触点的Greenwood-Williamson模型的输入数据的简单数值过程

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Greenwood-Williamson model for asperity contact has been extensively used for prediction of tribological behaviour. However, characterization of the necessary input data, summit asperity height deviation (σ_S), mean radius (β) and density (η) are not available from commercial roughness measuring equipment. A relatively simple numerical method is proposed to calculate the asperities data for actual surfaces. Summits were considered to be the local maximum points above the surface mean line and calculation of the standard deviation, mean radius and density of the summits are directly numerical performed. The method was applied for new and worn ICE cylinder bores. The product σ_S.β.η was found to be between 0.01 to 0.05, lower than the usually accepted range 0.03 to 0.05. The lowest values were found on plateau honing finish, after 15 h test. For all cases, the calculated summit mean radius was found to be lower than previous published values. Some preliminary asperity pressures calculation with the found parameters, suggest that the usual film parameter on the Stribeck curve can lead to wrong conclusions about the tribological severity. Some discussion about the expected asperity pressures of new and worn ICE cylinder bores are also presented.
机译:Greenwood-Williamson模型用于粗糙接触的模型已被广泛用于预测摩擦学行为。然而,所需输入数据的表征,峰值粗糙度高度偏差(σ_s),平均半径(β)和密度(η)不能从商业粗糙度测量设备获得。提出了一种相对简单的数值方法来计算实际表面的粗糙度数据。峰会被认为是表面平均线上方的局部最大点和标准偏差的计算,平均半径和峰值的密度是直接数值执行的。该方法应用于新的和磨损的冰柱孔。发现产品σ_s.β.η被发现为0.01至0.05,低于通常接受的0.03〜0.05。在15小时后,在高原珩磨表面上发现了最低值。对于所有情况,发现计算的峰会平均半径低于以前的已发布值。一些初步粗糙度压力计算使用发现的参数计算,表明Stribeck曲线上的通常电影参数可能会导致摩擦学严重程度的错误结论。还提出了一些关于新和磨损冰筒孔的预期抑制压力的讨论。

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