| Center |
| School of Engineering |
| Departament |
| Atomic, Molecular and Nuclear Physics |
| Lecturers in charge |
| H1316 - JUAN ZUÑIGA ROMAN |
| Met. Docent |
| Theory.- Lectures and tutorials, numerical methods with examples and practical exercises. Lab Session.- Computing training and programming exercises. |
| Met. Avaluació |
| Final examination and project work |
| Bibliografia |
| Theory -R. Guardiola, E. Higón y J. Ros, Mètodes numèrics per a la física, Servei de Publicacions (Universitat de València) Tercera edición. 2002. {\tt \\http://www.uv.es/calculonumerico} -F. B. Hildebrand, Introduction to Numerical Analysis, MacGraw-Hill (New York, 1964). -F. Scheid, Numerical Analysis, Schaum s Outline Series. MacGraw-Hill (New York,1988). -R.L. Burden, J.D. Faires, Análisis Numérico, Grupo Editorial Iberoamericana, 1985. -D.Kinkaid y W.Chenney, Análisis Numérico, Addison Wesley, 1994. Laboratory -Course handbook: Juan José Gómez Cadenas, Juan Zúñiga, Prácticas de Cálculo Numérico en C++. Reprografía Campus de Burjassot. |
| Continguts |
| Knowledge and Practice of the basic numerical methods in scientific calculations. Programming numerical algorithms. PROGRAM THEORY PROGRAM : (Groups TO and B) Unit 1.- Solution of non linear equations Unit 2.- Linear Systems Unit 3.- Eigensystems Unit 4.- Interpolation. Unit 5.- Numerical Derivation and Integration Unit 6.- Minimization and maximization of functions. Unit 7.- Modeling Experimental Data Unit 8.- Ordinary Differential Equations Lab Program Session 1. - Introduction to C++ (I). Session 2. - Introduction to C++ (II). Session 3. - Zeros of functions. Session 4. - Vector and matrix classes in C++.. Session 5. - Problems of lineal algebra and diagonalisation of matrices.. Session 6. - Interpolation. Session 7. - Numerical Derivation and Integration. Session 8. - Modeling Experimental Data. Session 9. - Ordinary Differential Equations. Session 10. - Recovery. |