15th International Symposium On Functionally Graded Materials (isFGMs 2018), Kitakyushu, Japan, 5 - 08 August 2018, no.44001, pp.1-4, (Full Text)
The main aim of this study is to analyze the dynamic behavior of FGM coatings subjected to frictional contact with a rigid moving punch. The punch has a semi-circular profile and it moves steadily over the FGM coating at a constant subsonic speed. Governing partial differential equations are derived based on a two-dimensional elastodynamics theory. Galilean and Fourier transformation techniques are used and the mixed boundary value problem is reduced to a singular integral equation which is solved numerically using a suitable expansion-collocation technique. Results of the analytical method are compared with those available in the literature and a good agreement is achieved. Results of the present study clearly show the effect of punch speed on contact stress distributions.