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In the field of fluid mechanics, the study of boundary layer flow, with heat and mass transfer over a flat plate or sheet has generated much interest from astrophysical, renewable energy systems and also hypersonic aerodynamics researchers for a number of decades. Many fluid flow problems are nonlinear boundary value problems. Several numerical methods to solve nonlinear boundary value problems in the field of fluid mechanics have come into existence during the last century. The development of numerical methods for solving boundary value problems has led to the use of methods such as…mehr

Produktbeschreibung
In the field of fluid mechanics, the study of boundary layer flow, with heat and mass transfer over a flat plate or sheet has generated much interest from astrophysical, renewable energy systems and also hypersonic aerodynamics researchers for a number of decades. Many fluid flow problems are nonlinear boundary value problems. Several numerical methods to solve nonlinear boundary value problems in the field of fluid mechanics have come into existence during the last century. The development of numerical methods for solving boundary value problems has led to the use of methods such as perturbation, homotopy analysis method, quasilinearization, etc. Now a day's Software like MATLAB, MATHEMATICA, etc., are in increasing demand for solving some of the real world problems.
Autorenporträt
He Received his Ph.D. from JNT University, Anantapuramu and M.Sc. from Sri KrishnaDevaraya University. Presently he is working as Assistant Professor in department of Mathematics, JNTUA College of Engineering, India. His area of research is Fluid Dynamics and Heat & Mass transfer and he has published several papers in International journals.