Pages that link to "Item:Q1658832"
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The following pages link to A normal contact stiffness fractal prediction model of dry-friction rough surface and experimental verification (Q1658832):
Displaying 14 items.
- A slip-line plasticity analysis of sliding friction of rough surfaces exhibiting self-affine (fractal) behavior (Q443682) (← links)
- A loading fractal prediction model developed for dry-friction rough joint surfaces considering elastic-plastic contact (Q1637946) (← links)
- Analysis of complex modal instability of a minimal friction self-excited vibration system from multiscale fractal surface topography (Q2035199) (← links)
- Multi-stage contact model between fractal rough surfaces based on multi-scale asperity deformation (Q2109693) (← links)
- Investigation on dynamics performance of multibody system with rough surface (Q2109795) (← links)
- A friction model of fractal rough surfaces accounting for size dependence at nanoscale (Q2115387) (← links)
- A multi-scale stiffness fractal model of joint interfaces (Q2131306) (← links)
- An improved fractal model for tangential contact damping of high contact ratio gear considering friction effect (Q2169378) (← links)
- Nonlinear response analysis of gear-shaft-bearing system considering tooth contact temperature and random excitations (Q2307258) (← links)
- On the normal contact stiffness and contact resonance frequency of rough surface contact based on asperity micro-contact statistical models (Q2421994) (← links)
- A Fractal Model of Elastic–Plastic Contact Between Rough Surfaces for a Low-Velocity Impact Process (Q3383779) (← links)
- Investigations of the influence of geometrical irregularities and roughness on the normal contact stiffness of joints (Q4582192) (← links)
- A three-dimensional fractal contact model of rough surfaces considering strain hardening (Q6133550) (← links)
- Study on normal contact stiffness characteristics in non-Gaussian rough surfaces under mixed lubrication (Q6556475) (← links)
