Abstract

Using finite element analysis (FEA), for monotonic loadings, variations of the true contact geometry and of the mean contact pressure p m, defined by the ratio of the applied normal load to the true projected contact area, are described as a function of the testing conditions, the geometrical strain a/ R and the local friction coefficient μ loc, during indentation and scratch experiments with spherical indenter. The estimation of an equivalent plastic strain is also proposed and shown to be a complex function of a/ R and μ loc, especially during scratch experiments. The normalized contact pressure p m/ σ y, with σ y, the initial yield stress of the tested material, determined during indentation and scratch tests is compared to an expanding cavity model, recently developed for indentation of elastic-strain hardening plastic materials.

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