... of polygonal (with circular as a limiting case), rectangular, and rhombic cross sections are analyzed in this study. The results are then successfully compared to the existing data in the literature. 23 07 2010 05 06 2011 08 09 2011 08 09 2011 boundary layers least squares...

..., the flattening of the velocity profile in the contraction plane, and the separation of the boundary layer downstream the contraction. 12 07 2007 15 01 2008 29 07 2008 finite element analysis least squares approximations non-Newtonian flow non-Newtonian fluids multifield...

... of applications will become accessible methods for cavitation prediction based on algebraic stability criteria combined with LES. bubbles two-phase flow cavitation flow simulation external flows finite element analysis Galerkin method least squares approximations Runge-Kutta methods Weibull...

... analysis least squares approximations partial differential equations mathematical operators principle of power expended viscoplasticity Casson model finite elements in fluids Galerkin least-squares The analysis of non-Newtonian flows has always been a challenge in fluid mechanics...