BALAGURUSAMY NUMERICAL METHODS SCITECH PDF

Introduction: Interpolation, Lagranges interpolation formula for unequal intervals. Newtons divided difference formula for unequal intervals. Taylors series method Eulers method Fourth order Runge-Kutta method for solving first order equations Fourth order Runge-Kutta method for solving second order equations Milnes predictor-corrector methods for solving first order equations Finite difference methods for solving second order equation. Text Books: 1. Xavier: C Language and Numerical Methods.

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Introduction: Interpolation, Lagranges interpolation formula for unequal intervals. Newtons divided difference formula for unequal intervals. Taylors series method Eulers method Fourth order Runge-Kutta method for solving first order equations Fourth order Runge-Kutta method for solving second order equations Milnes predictor-corrector methods for solving first order equations Finite difference methods for solving second order equation.

Text Books: 1. Xavier: C Language and Numerical Methods. Scarborough: Numerical Mathematical Analysis. References: 1. Balagurusamy: Numerical Methods, Scitech. Baburam: Numerical Methods, Pearson Education. Learn more about Scribd Membership Home.

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Numerical methods are extremely powerful problem solving tools. These tools are capable of handling large system of equations, nonlinearities and complicated geometries that are not uncommon in engineering practice and that are often impossible to solve analytically. Numerical methods are an efficient vehicle for learning to use computer. Numerical solution of differential equations Ordinary as well as Partial , that are often encountered when a dynamic system is modeled, is explained with special emphasis on standard equations such as heat equation, wave equation and Laplace equation. To enhance problem solving skills of engineering students using a powerful problem solving tool namely numerical methods. The tool is capable of handling large systems of equations, nonlinearities and complicated geometries that are common in engineering practice but often impossible to solve analytically.

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Syllabus | B.Tech Civil Engineering | Numerical Methods & Computational Techniques | 13010403

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