Students know the basic concepts of numerical mathematics. They are able to employ numerical methods for problems from Linear Algebra (equations), the interpolation for compensation problems and corresponding algorithms programmed in MATLAB. They know all about the basic trends of the numerical calculations in the field of mechanical engineering.

B2.06060.12.020 - Mathematical modeling EinführungB2.00000.12.090 - computer science and programming C / C BB2.00000.21.140 - Engineering Mathematics 2A

Gauss algorithm to solve systems of linear equations (Pivot, LU decomposition, Cholesky decomposition, conditioning interpolation, Newton, Lagrange, spline) Nonlinear equations (fixed-point theorem, bisection, Regula falsi, sparkling Ante method, Newton, zeros of polynomials) compensation calculation - method of least squares (linear and nonlinear least squares problems)

R. Schwarz, Numerische Mathematik, Teubner 1993

St. Chapra, Applied Numerical Methods with MATLAB for Engineers and Scientists, 3rd Ed. (ISBN-13:978-0-07-340110-2). McGraw-Hill

Papula

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