A Live Script for visualizing three-dimensional contact between surfaces of different roughness:
Assumptions: Surfaces are parallel, stationary, non-interacting, and non-deformable. The probability density function to describe the asperity height distribution is conserved across the length and width dimensions of the interface.
User inputs: Interface dimensions, probablity density function of asperity heights for each surface, nominal surface separation.
Examples plots are provided below for reference:
引用格式
Kirk Roffi (2024). Visualization of 3-D surface roughness and contact (https://www.mathworks.com/matlabcentral/fileexchange/155899-visualization-of-3-d-surface-roughness-and-contact), MATLAB Central File Exchange. 检索时间: .
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R2023a
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