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Original Articles

NUMERICAL PREDICTION OF ONE-DIMENSIONAL ABLATION USING A FINITE CONTROL VOLUME PROCEDURE WITH EXPONENTIAL DIFFERENCING

Pages 17-34 | Received 02 Oct 1987, Accepted 25 Nov 1987, Published online: 29 Oct 2007

REFERENCES

  • J. J. Brogan , A Numerical Method of Solution for Heat Conduction in Composite Slabs with a Receding Surface , LMSD 288204 , Lockheed Missiles and Space Division, Lock heed Aircraft Corp. , Sunnyvale , Calif. , January 1960 .
  • C. B. Moyer and R. A. Rindal , Finite Difference Solution for the In-Depth Response of Charring Materials Considering Surface Chemical and Energy Balances , Final Report No. 66-7, Part II , Aerotherm Corp. , Mt. View , Calif. , March 1967 .
  • D. B. Spalding , A Novel Finite-Difference Formulation for Differential Expressions In volving Both First and Second Derivatives , Int. J. Num. Methods Eng. , vol. 4 , p. 551 , 1972 .
  • S. V. Patankar , Numerical Heat Transfer and Fluid Flow , Hemisphere , Washington , D.C. , 1980 .
  • D. U. von Rosenberg , Methods for the Numerical Solution of Partial Differential Equations , American Elsevier , New York , 1969 .
  • B. F. Blackwell , R. W. Douglass , and H. Wolf , A User's Manual for the Sandia One- Dimensional Direct and Inverse Thermal (SODDIT) Code , SAND85-2478 , Sandia National Laboratories , Albuquerque , N.M. , April 1987 .

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