Thompson, Warsi, Mastin - Numerical Grid Generation, страница 45
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[2].48 Sorenson, Reese L., "Grid Generation by Elliptic Partial Differential Equations for a Tri-Element Augmentor-WingAirfoil," in Ref. [2].52 Thompson, Joe F., General Curvilinear Coordinate Systems," in Ref. [2].53a Chen, Brian C-J, Sha, W. F., Doria, M. L., Schmidt, R. C., and Thompson, J. F., "BODYFIG-IFE: A ComputerCode for the Three-Dimensional Steady-State/Transient Single-Phase Rod-Bundle Thermal-Hydraulic Analysis,NUREG/CR-1874, ANL-80-127, Argonne National Laboratory, 198O.54 Dulikravich, Djordje S., "Fast Generation of Three-Dimensional Computational Boundary-Conforming PeriodicGrids of C-Type," in Ref. [2].54 Rai Man Mohan, "An Implicit, Conservative, Zoned-Boundary Scheme for Euler Equation Calculations", AIAA-850488, AIAA 23rd Aerospace Sciences Meeting, Reno, 1985.55 Ives, David D., "Conformal Grid Generation," in Ref. [2].55 Rai, Man Mohan, "A Relaxation Approach to Patched-Grid Calculations with the Euler equations".
AIAA-85-0295,AIAA 23rd Aerospace Sciences Meeting, Reno, 1985.56 Eiseman, P. R., "Alternating Direction Adaptive Grid Generation", AIAA-83-1937,AIAA 6th Computational FluidDynamics Conference, Danvers, Mass. 1983.57 Nakahashi, Kazuhiro and Deiwert, George S., "A Practical Adaptive Grid Method for Complex Fluid-FlowProblems", NASA TM 85989, NASA Ames Research Center, 1984.57a Jain, Sunil K., "Embedded-Grid Generation with Complete Continuity Across Interfaces for Multi-ElementAirfoils." ASE 84-270, Ph-D Dissertation, Mississippi State University, 1984.57b Sorenson, Reese L., "Grid Generation by Elliptic Partial Differential Equations for a Tri-Element Augmentor-WingAirfoil," in Ref.
[2].57c Rubbert, P. E. and Lee, K. D., "Patched Coordinate Systems," in Ref. [21.58 Halsey, Douglas, "Conformal Grid Generation for Multi-element Air foils," in Ref. [2].65a Jain, Sunil K., "Embedded-Grid Generation With Complete Contintuity Across Interfaces for Multi-ElementAirfoils." ASE 84-270, Ph-D Dissertation, Mississippi State University, 1984.65b Sorenson, Reese L., "Grid Generation by Elliptic Partial Differential Equations for a Tri-Element Augmentor-WingAirfoil," in Ref. [2].69a Miki, Kazuyoshi and Takagi, Toshiyuki, "A Domain Decomposition and Overlapping Method for the Generationof Three-Dimensional Boundary-Fitted Coordinate Systems", Journal of Computational Physics 53, 319, 1984.69b Steger, J. L., Dougherty, F. C., and Benek, J. A., "A Chimera Grid Scheme," Advances in Grid Generation, ASMEFluids Engineering Conference, Houston, June 1983.190a Johnson, Billy H.
and Thompson, Joe F., "A Discussion of Boundary-Fitted Coordinate Systems and TheirApplicability to the Numerical Modeling of Hydraulio Problems," Miscellaneous Paper H-78-9, U. S. Army EngineerWaterways Experiment Station, Vicksburg, Mississippi, 1978.190b Chae, Yeon Seok, "An Investigation of a Navier-Stokes Solution for Quasi-Three-Dimensional flow". ASE 84282, M.S. thesis, Mississippi State University, 1984.193 Thompson, J. F., Thames, F.
C., and Mastin, C. W., "Automatic Numerical Generation of Body-Fitted CurvilinearCoordinate System for Fields Containing any Number of Arbitrary Two-Dimensional Bodies," Journal ofComputatonal Physics, 15, 299, 1974.194 Thompson, J. F., Thames, F. C., and Mastin, C. W., "TOMCAT" -- A Code for Numerical Generation ofBoundary-Fitted Curvilinear Coordinate Systems on Fields Containing any Number of Arbitrary Two- DimensionalBodies," Journal of Computational Physics, 245, 1977.196 Shanks, S. P. and Thompson, J. F., "Numerical Solution of the Navier-Stokes Equation for 2D Hydrofoil in orBelow a Free Surface," Proceedings of the 2nd International Conference on Numerical Ship Hydrodynamics, Berkeley,1977.208 Thompson, Joe F., General Curvilinear Coordinate Systems," in Ref.
[2].232a Sorenson, Reese L., "Grid Generation by Elliptic Partial Differential Equations for a Tri-Element AugmentorWing Airfoil," in Ref. [2].232b Sorenson, R. L., "A Computer Program to Generate Two-Dimensional Grids About Airfoils and Other Shapes bythe Use of Poisson's Equations," NASA TM 81198, 1980.350a Ives, David C., "Conformal Grid Generation," in Ref. [2].350b Dulikravich, Djordje S., "Fast Generation of Three-Dimensional Computational Boundary-Conforming PeriodicGrids of C-Type," in Ref. [2].383 Dywer, H. A., Smooke, Mitchell, D. and Kee, Robert J., "Adaptive Gridding for Finite Difference Solutions toHeat and Mass Transfer Problems", Numerical Grid Generation, Ed.
Joe F. Thompson, North-Holland, 339, 1982.388, Dwyer, H. A., Smooke, Mitchell, D. and Kee, Robert J., "Adaptive Gridding for Finite Difference Solutions toHeat and Mass Transfer Problems," in Ref. [2].389a389b Gnoffo, Peter A., "A Vectorized Finite-Volume, Adaptive Grid Algorithm for Navier-Stokes Calculations," inRef. [2].390 Nakamura, S., "Adaptive Grid Relocation Algorithm for Transonic Full Potential Calculators Using OneDimensional or Two-Dimensional Diffusion Equations," Advances in Grid Generation, ASME Fluids EngineeringConference, Houston, 1983.411, Saltzman, Jeffery and Brackbill, Jeremiah, "Applications and Generalizations of Variational Methods forGenerating Adaptive Meshes," in Ref.
[2].412350a Ives, David C., "Conformal Grid Generation," in Ref. [2].350b Dulikravich, Dgordge S., "Fast Generation of Three-Dimensional Computational Boundary-Conforming PeriodicGrids of C-Type," in Ref. [2].413 Bell, J. B. and Shulin, G. R., "An Adaptive Grid Finite Difference Method for Conservation Laws", Journal ofComputational Physics, 52, 569, 1983..
