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Axisymmetric Problem of Fretting Wear for a Foundation with a Nonuniform Coating and Rough Punch

机译:非均匀涂层与粗孔的基础磨损磨损的轴对称问题

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The axisymmetric contact problem with fretting wear for an elastic foundation with a longitudinally nonuniform (surface nonuniform) coating and a rigid punch with a rough foundation has been solved for the first time. The case of linear wear is considered. The nonuniformity of the coating and punch roughness are described by a different rapidly changing functions. This strong nonuniformity arises when coatings are deposited using modern additive manufacturing technologies. The problem is reduced the solution of an integral equation with two different integral operators: a compact self-adjoint positively defined operator with respect to the coordinate and the non-self-adjoint integral Volterra operator with respect to time. The solution is obtained in series using the projection method of the authors. The efficiency of the proposed approach for constructing a high-accuracy approximate solution to the problem (with only a few expansion terms retained) is demonstrated.
机译:第一次解决了具有纵向非均匀(表面非均匀)涂层的弹性基础的轴对称接触问题,以及具有粗地基的刚性冲头的弹性基础。 考虑线性磨损的情况。 通过不同的快速变化的功能描述涂层和冲头粗糙度的不均匀性。 使用现代添加剂制造技术沉积涂层时,这种强烈的不均匀性。 该问题减少了与两个不同的积分运算者的整体方程的解决方案:相对于时间相对于坐标和非自伴整数Volterra操作员具有紧凑的自伴随的操作者。 使用作者的投影方法串联获得解决方案。 建议方法构建问题的高精度近似解决方法的效率(仅保留了一些扩展术语)。

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