The Flow of a Non-Newtonian Fluid Past Projections and Depressions
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The plane flow of a homogeneuous incompressible second-order fluid past projections or depressions of arbitrary shape is considered. A numerical technique based on a boundary integral equation is developed and the problem of the flow past a rectangular slot of depth d and width W is solved. (A)
author list (cited authors)
Mir-Mohamad-Sadegh, A., & Rajagopal, K. R.