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Numerical Methods by K. Thilagavath and G. Gunavathy is a reference book comprising of numerical methods for simulating the mathematical modeling of physical phenomena, fluid flow phenomena, electrostatics effects and finite element analysis. It is ideal for students and researchers in engineering and science applications who want to use numeric methods in solving problems encountered in their work. The text provides them with an understanding of the underlying principles of the numerical methods and how to use them for solving practical problems. The book opens with a discussion on the merits of numeric methods compared to analytical methods for solving engineering problems, because in many cases analytical solutions are not available. The choice of suitable model is always important when undertaking numerical simulation. A number of techniques are described in this book, namely Runge–Kutta method, Euler method, Simpson's rule, Richardson extrapolation method and variational iteration. The book also covers topics on numerical computation of derivatives, finite element methods, heat conduction methods, numerical solution of ordinary differential equations. A detailed presentation is given for the finite element method in 2D and 3D space to solve Laplace's equation, Poisson's equation and Helmholtz's equation. The error analysis is described for all the presented techniques. Numerical Methods Numerical Methods by K. Thilagavath and G. Gunavathy is a reference book comprising of numerical methods for simulating the mathematical modeling of physical phenomena, fluid flow phenomena, electrostatics effects and finite element analysis. It is ideal for students and researchers in engineering and science applications who want to use numeric methods in solving problems encountered in their work. The text provides them with an understanding of the underlying principles of the numerical methods and how to use them for solving practical problems. The book opens with a discussion on the merits of numeric methods compared to analytical methods for solving engineering problems, because in many cases analytical solutions are not available. The choice of suitable model is always important when undertaking numerical simulation. A number of techniques are described in this book, namely Runge–Kutta method, Euler method, Simpson's rule, Richardson extrapolation method and variational iteration. The book also covers topics on numerical computation of derivatives, finite element methods, heat conduction methods, numerical solution of ordinary differential equations. A detailed presentation is given for the finite element method in 2D and 3D space to solve Laplace's equation, Poisson's equation and Helmholtz's equation. The error analysis is described for all the presented techniques. "Numerical Methods by K. Thilagavath and G. Gunavathy pdf free download" https://www.engineering-handbook.com/solutions-numerical-methods-kthilagavath-gunavathy-pdffree-download. cfa1e77820
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