Semidiscretization Method for Three-Dimensional Motion of a Bingham Fluid
Jong Uhn Kim · SIAM Journal on Mathematical Analysis · 1990
By the method of semidiscretization in a time variable, the existence of a strong solution to an initial boundary value problem associated with the three-dimensional motion of a Bingham fluid is established. The main tool used is a discretized version of the variation of constants formula combined with the $L^p $-theory of the Stokes operator.