MM014 | Computational Methods in Fluid Mechanics |
Teaching Staff in Charge |
Prof. PETRILA Titus, Ph.D., tpetrilacs.ubbcluj.ro |
Aims |
The introduction of basic equations of fluids mecanics with appropriate boundary conditions. The presentation of some methods for discretizing of the involved equations( finite differences, spectral methods, finite element, finite boundary elements). |
References |
1. T. PETRILA, Lectii de mecanica mediilor continue, UBB, Cluj, 1980.
2. L. DRAGOS, Principiile mecanicii mediilor continue, Ed. Tehnica, 1981. 3. C. IACOB, Introduction mathematique a la mecanique des fluides, Ed. Acad. Române si Gautier-Villars, 1959 4. T. PETRILA, D. TRIF, Metode numerice si computationale in dinamics fluidelor, Ed. Digital Data, 2002 5. P. GERMAIN, Mecanique des milleux continus, Masson, 1962 6. T. PETRILA, Modele matematice in hidrodinamica plana, Ed. Academiei Romane, 1981 7. T. PETRILA, C. GHEORGHIU, Metode element finit si aplicatii, Ed. Academiei Romane, 1987 8. A. CHORIN, J. MARSDEN, A Matematical Introduction to Fluid Mechanics, Springer Verlag, 1980 9. CHUEN YEN CHOW, Fluid Dynamics-Theoretical and Computational Approaches, CRC, 1999 10. T. Petrila, D. Trif, Basics of Fluid Mechanics and Introduction to Computational Fluid Dynamics, Springer U.S.A., 2005 11. T. Petrila si colectiv, Culegere de algoritmi numerici si computationali pentru probleme practice, Fundatia Vasile Goldis, 2004. |
Assessment |
Examination |
Links: | Syllabus for all subjects Romanian version for this subject Rtf format for this subject |