Application Of MATLAB bvp4c Solver In Fluid Dynamics Problems - Dutta, Nabajyoti
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In Fluid dynamics many problems are in non-linear form. The numerical techniques generally can be applied to nonlinear problems in computation domain. This is an obvious advantage of numerical methods over analytic ones that often handle nonlinear problems in simple domains and it has taken less time to solved. Now we have high-performance supercomputers and some high-quality computation software such as Mathematica, Mapple, Matlab and so on. In Matlab there is a solver namely bvp4c using which one can solve a system of linear or nonlinear ordinary differential equations with given boundary…mehr

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Produktbeschreibung
In Fluid dynamics many problems are in non-linear form. The numerical techniques generally can be applied to nonlinear problems in computation domain. This is an obvious advantage of numerical methods over analytic ones that often handle nonlinear problems in simple domains and it has taken less time to solved. Now we have high-performance supercomputers and some high-quality computation software such as Mathematica, Mapple, Matlab and so on. In Matlab there is a solver namely bvp4c using which one can solve a system of linear or nonlinear ordinary differential equations with given boundary conditions and the solution so obtain can be represented graphically. In this book we have discussed some types of fluid dynamics problems using bvp4c solver of Matlab Software.
Autorenporträt
Nabajyoti Dutta:He is a PhD Research Scholar in Department of Mathematics, Dibrugarh University, Dibrugarh, Assam, India. He got M.Sc. and M.Phil. degree from Dibrugarh University. He has research interest in Fluid dynamics.