000 02208nam a2200181Ia 4500
008 140223b2010 xxu||||| |||| 00| 0 eng d
020 _a9780521769693
_c0.00
082 _a532.050285
_bCHU
100 _aChung, T. J.
245 _aComputational Fluid Dynamics
250 _a2nd ed
260 _aCambridge
_bCambridge University Press
_c2010
300 _a1034p
500 _aPart - 1: Preliminaries Introduction Governing Equations Part - 2: Finite Difference Methods Derivation of Finite Difference Equations Solution Methods of Finite Difference Equations Incompressible Viscous Flows via Finite Difference Methods Compressible Flows Via Finite Difference Methods Finite Volume Methods Via Finite Difference Methods Part - 3: Finite Element Methods Introduction To Finite Element Methods Finite Element Interpolation Functions Linear Problems Nonlinear Problems/Convection Dominated Flows Incompressible Viscous Flows Via Finite Element Methods Compressible Flows Via Finite Element Methods Miscellaneous Weighted Residual Methods Finite Volume Methods Via Finite Element Methods Relationships Between Finite Differences And Finite Elements and Other Methods Part - 4: Automatic Grid Generation, Adaptive Methods and Computing Techniques Structured Grid Generation Unstructured Grid Generation Adaptive Methods Computing Techniques Part - 5: Applications Applications to Turbulence Applications to Chemically Reactive Flows And Combustion Applications to Acoustics Applications to Combined Mode Radiative Heat Transfer Applications to Multiphase Flows Applications to Electromagnetic Flows Applications to Relativistic Astrophysical Flows Appendix - A: Three Dimensional Flux Jacobians Appendix - B: Gaussian Quadrature Appendix - C: Two Phase Flow Source Term Jacobians for Surface Tension Appendix - D: Relativistic Astrophysical Flow Metrics, Christoffel Symbols and FDV Flux and Source Term Jacobians Appendix - E: Homework Problems
600 _aMechanical Engineering
890 _aUK
995 _ACHU
_B010819
_CMEE-PG1
_D6256.80
_E0
_F049
_G109139
_H0
_I0.00
_J9100.80 31.25%
_L20121106
_M04
_UC
_W20130117
_XHimanshu Book Co.
_ZReference
999 _c44961
_d44961