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Beilstein J. Nanotechnol. 2018, 9, 2443–2456, doi:10.3762/bjnano.9.229
Figure 1: Schematic of the numerical models used in this work. Left: 2D discretization in springs and masses ...
Figure 2: Dimensionless friction force as function of time for the non-graded material: SBM solution for dif...
Figure 3: Examples of stepwise linearly increasing and triangular property gradients considered in this work ...
Figure 4: Effect of a gradient in the local coefficients of friction on the global static coefficient of fric...
Figure 5: Propagation of the detachment front at the static friction threshold (left) and immediately after (...
Figure 6: Dimensionless friction force as function of time for two values of Δ, calculated using the SBM and ...
Figure 7: Effect of a gradient in the local coefficients of friction on the global dynamic coefficient of fri...
Figure 8: Effect of a gradient in the local coefficients of friction on the global static coefficient of fric...
Figure 9: Effect of a gradient in the Young’s modulus on the global static coefficient of friction, expressed...
Figure 10: Effect of a gradient in the Young’s modulus on the global dynamic coefficient of friction, expresse...
Figure 11: Effect of a triangular gradient in the Young’s modulus on the global static coefficient of friction...
Figure 12: Propagation of the detachment front at the static friction threshold (left) and immediately after (...