Based on the contact fractal theory and mechanism of contact damping dissipating energy of joint interfaces as well as damping dissipating energy theory between a sphere and a plane
a fractal model for tangential contact damping of joint interfaces is proposed. Numerical simulation reveals the nonlinear relationship between tangential contact damping dissipating energy and the normal load on joint interfaces. It is concluded that the tangential contact damping dissipating energy of joint interfaces decreases with the normal load on joint interfaces. The tangential contact damping dissipating energy of joint interfaces increases with the fractal dimension D when D≤1.2
but when D>1.2 it decreases with D. The effectiveness of the model is verified by the experiment.
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