Abstract

In this paper, the Samara–Valencia model for heat transfer in grinding is considered. This model is particularized to the case of wet grinding, assuming a constant heat transfer coefficient on the workpiece surface and a constant heat flux profile entering into the workpiece, obtaining a solution for the temperature field in the transient regime. Performing the limit $$t\rightarrow \infty $$ in this solution we get a formula analytically equivalent to the well-known solution given by DesRuisseaux for the steady-state temperature field. Also, we derive for the transient regime very simple formulas for relaxation times in wet and dry grinding.

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