This textbook begins with the finite element method (FEM) before focusing on FEM in heat transfer and fluid mechanics.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
Erian A. Baskharone is Professor Emeritus of Mechanical and Aerospace Engineering at Texas A&M University. He is a member of the ASME Turbomachinery Executive Committee. Dr Baskharone was a Senior Engineer with Allied-Signal Corporation, responsible for the aerothermodynamic design of various turbofan and turboprop engines. His research covered a wide spectrum of turbomachinery topics including the unsteady stator/roto flow interaction and the fluid-induced vibration of the Space Shuttle Main Engine turbopumps. His finite-element based perturbation approach to the problem of turbomachinery fluid-induced vibration is well known. At Texas A&M, he received the General Dynamics Award of Excellence in Engineering teaching (1991) and the Amoco Foundation Award for Distinguished Teaching (1992). He is the author of Principles of Turbomachinery in Air-Breathing Engines (Cambridge University Press, 2006) and Thermal Science: Essentials of Thermodynamics, Fluid Mechanics and Heat Transfer (2012).
Inhaltsangabe
1. The finite element method: introductory remarks 2. Some methods for solving continuum problems 3. Variational approach 4. Requirements for the interpolation functions 5. Heat transfer applications 6. One-dimensional steady-state problems 7. The two-dimensional heat conduction problem 8. Three-dimensional heat conduction applications 9. One-dimensional transient problems 10. Fluid mechanics finite-element applications 11. Use of nodeless degrees of freedom 12. Finite element analysis in curvilinear coordinates 13. Finite element modeling in annular passages 14. Extracting the F.E. domain from a larger flow system 15. Finite element application to unsteady flow problems 16. F.E.-based perturbation approach to unsteady flows.
1. The finite element method: introductory remarks 2. Some methods for solving continuum problems 3. Variational approach 4. Requirements for the interpolation functions 5. Heat transfer applications 6. One-dimensional steady-state problems 7. The two-dimensional heat conduction problem 8. Three-dimensional heat conduction applications 9. One-dimensional transient problems 10. Fluid mechanics finite-element applications 11. Use of nodeless degrees of freedom 12. Finite element analysis in curvilinear coordinates 13. Finite element modeling in annular passages 14. Extracting the F.E. domain from a larger flow system 15. Finite element application to unsteady flow problems 16. F.E.-based perturbation approach to unsteady flows.
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