4.6 Article

Mechanics Analysis of Rough Surface Based on Shoulder-Shoulder Contact

Journal

APPLIED SCIENCES-BASEL
Volume 11, Issue 17, Pages -

Publisher

MDPI
DOI: 10.3390/app11178048

Keywords

rough surface; shoulder-shoulder contact; mechanics analysis; porosity; contact area

Funding

  1. National Natural Science Foundation of China [52075268]
  2. National Key Research and Development Program of China [2018YFB2000800]
  3. Project of Huai'an Science and Technology Bureau

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The study establishes geometric models for asperity on rough surfaces based on shoulder-shoulder contact and fractal characteristics, discussing deformation, real contact area, and contact load. The impact of contact pressure, fractal dimension, and roughness on porosity variation and contact area ratio is examined, with results indicating a complex relationship between these factors.
Proper methods and models for mechanical analysis of rough surface can improve the theory of surface contact. When the topography parameters of two rough surfaces are similar, the contact should be considered shoulder-shoulder rather than top-top. Based on shoulder-shoulder contact and fractal characteristics, the geometric model for asperity and contact mechanics model for rough surfaces are established, and the deformation of asperity, the real contact area and contact load of sealing surface are discussed. The effects of contact pressure p and topography parameters (fractal dimension D and fractal roughness G) on the variation of porosity and contact area ratio A(r)/A(0) are achieved. Results show that with the increase of p, larger D and smaller G corresponds to larger initial porosity but faster and larger decrease of porosity; with the increment of D, porosity increases first and then decreases, and smaller G corresponds to larger porosity reduction; as G becomes bigger, porosity increases, and larger D corresponds to larger porosity difference and change. With the addition of p, A(r)/A(0) increases, and the variation of A(r)/A(0) is closer to linearity and less at smaller D and larger G; with the increase of D, A(r)/A(0) increases gradually, and the growth rate is bigger at smaller G and bigger p; as G becomes bigger, A(r)/A(0) declines, and it declines more gently at smaller D and p. The influence of D on A(r)/A(0) is greater than that of G. The results can provide the theoretical basis for the design of sealing surfaces and the research of sealing or lubrication technologies of rough surfaces.

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