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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

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Read on this site (5)

NERBEJ. RUPERTI, RENATOM. COTTA, CIBELEV. FALKENBER & JIAN SU. (2004) Engineering Analysis of Ablative Thermal Protection for Atmospheric Reentry: Improved Lumped Formulations and Symbolic – Numerical Computation. Heat Transfer Engineering 25:6, pages 101-111.
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Alexandre P. de Oliveira † Helcio R.B. Orlande. (2004) Estimation of the heat flux at the surface of ablating materials by using temperature and surface position measurements. Inverse Problems in Science and Engineering 12:5, pages 563-577.
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Mehdi Akbari & C. K. Hsieh. (1994) SOLUTION OF ABLATION AND COMBINATION OF ABLATION AND STEFAN PROBLEMS BY A SOURCE-AND-SINK METHOD. Numerical Heat Transfer, Part A: Applications 26:1, pages 67-86.
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T. M. Harms, J. P. du Plessis & T. W. von Backström. (1992) TECHNICAL NOTE DERIVATION OF A MODIFIED POWER-LAW APPROXIMATION. Numerical Heat Transfer, Part B: Fundamentals 22:2, pages 235-241.
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T. M. Harm, W. von Backström & J. P. du Plessis. (1991) REFORMULATION OF THE SIMPLEN DISCRETIZATION SCHEME TO ACCOMMODATE NONCENTRALIZED INTERFACES. Numerical Heat Transfer, Part B: Fundamentals 20:2, pages 127-144.
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Articles from other publishers (17)

H. Farzan, T. Loulou & S. M. Hosseini Sarvari. (2018) Boundary Condition Estimation of Ablating Material Using Modified Sequential Function Specification Method. Journal of Thermophysics and Heat Transfer 32:2, pages 514-524.
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J. I. Frankel & M. Keyhani. (2017) Inverse Ablation Analysis and the Calibration Integral Equation Method. Journal of Thermophysics and Heat Transfer 31:1, pages 10-19.
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Adam J. Amar, Brandon Oliver, Benjamin Kirk, Giovanni Salazar & Justin Droba. (2016) Overview of the CHarring Ablator Response (CHAR) Code. Overview of the CHarring Ablator Response (CHAR) Code.
Yang Zhou, Guo-Qing Zhou & Wan-Kui Bu. (2015) Approximate Analytical Solution for Nonlinear Multiphase Stefan Problem. Journal of Thermophysics and Heat Transfer 29:2, pages 417-423.
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Haoyue Weng, Sean C.C. Bailey & Alexandre Martin. (2015) Numerical study of iso-Q sample geometric effects on charring ablative materials. International Journal of Heat and Mass Transfer 80, pages 570-596.
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Haoyue Weng, Huai-Bao Zhang, Ovais Khan & Alexandre Martin. (2012) Multi-Dimensional Modeling of Charring Ablator. Multi-Dimensional Modeling of Charring Ablator.
A. J. Amar, B. F. Blackwell & J. R. Edwards. (2009) Development and Verification of a One-Dimensional Ablation Code Including Pyrolysis Gas Flow. Journal of Thermophysics and Heat Transfer 23:1, pages 59-71.
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A. J. Amar, B. F. Blackwell & J. R. Edwards. (2008) One-Dimensional Ablation Using a Full Newton's Method and Finite Control Volume Procedure. Journal of Thermophysics and Heat Transfer 22:1, pages 71-82.
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Adam Amar, Ben Blackwell & Jack Edwards. (2007) One-Dimensional Ablation with Pyrolysis Gas Flow Using Finite Control Volume Procedure. One-Dimensional Ablation with Pyrolysis Gas Flow Using Finite Control Volume Procedure.
Adam Amar, Bennie Blackwell & Jack Edwards. (2006) One-Dimensional Ablation Using a Full Newton's Method and Finite Control Volume Procedure. One-Dimensional Ablation Using a Full Newton's Method and Finite Control Volume Procedure.
S.G. Ahmed. (2005) An approximate method for evaporation problem with mushy zone. Engineering Analysis with Boundary Elements 29:2, pages 161-165.
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Walber Braga, Marcia Mantelli & João Azevedo. (2003) Approximated Analytical Solution for One-Dimensional Ablation Problem with Time-Variable Heat Flux. Approximated Analytical Solution for One-Dimensional Ablation Problem with Time-Variable Heat Flux.
D.V.F.M. Rey Silva & H.R.B. Orlande. 2002. Inverse Problems in Engineering Mechanics III. Inverse Problems in Engineering Mechanics III 49 58 .
A.P. de Oliveira & H.R.B. Orlande. 2002. Inverse Problems in Engineering Mechanics III. Inverse Problems in Engineering Mechanics III 39 48 .
Oleg M. Alifanov, E. A. Artioukhine & S. V. Rumyantsev. 1995. Extreme Methods for Solving Ill-Posed Problems with Applications to Inverse Heat Transfer Problems. Extreme Methods for Solving Ill-Posed Problems with Applications to Inverse Heat Transfer Problems.
B. F. Blackwell & R. E. Hogan. (1994) One-dimensional ablation using Landau transformation and finite control volume procedure. Journal of Thermophysics and Heat Transfer 8:2, pages 282-287.
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Wu-Shung Fu, Jenn-Der Lin, Kuan-Chywan Tu & Ching-Chyi Tseng. (1990) A numerical study of a structure protected by water film from an incident heat flux. International Communications in Heat and Mass Transfer 17:3, pages 331-341.
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