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Анотація
The models of Chapman-Jouget and Zel'dovich-Neumann-Döring are considered to estimate the width of a detonation wave in gas mixtures. Improved software package was developed earlier. The calculations of stationary detonation wave width are in good agreement with the experimental data. Estimation of the stationary detonation wave width is important for the detonation control.
Ключові слова:
The detonation wave, the width of the stationary detonation wave, ZND model, software complex, control
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Як цитувати
Tityapkin, A., & Volkov, V. (2017). ESTIMATION OF THE WIDTH OF THE STATIONARY DETONATION WAVE IN THE MODEL OF ZEL’DOVICH-NEUMANN-DÖRING. Automation of Technological and Business Processes, 9(1). https://doi.org/10.15673/atbp.v9i1.502
Номер
Розділ
АВТОМАТИЧНІ І АВТОМАТИЗОВАНІ СИСТЕМИ УПРАВЛІННЯ ТЕХНОЛОГІЧНИМИ ПРОЦЕСАМИ
Посилання
[1] V. A. Michelson, ―On the normal ignition velocity of explosive gaseous mixtures,‖ Scientific Transactions of Imperial Moscow University on Mathematics and Physics, no. 10, pp. 1 – 93, 1893;
[2] D. L. Chapman, ―VI.On the rate of explosion in gases,‖ Phil. Mag. and Jour. Sci., vol. 47 (284), no. 5, 1899, pp. 90-104;
[3] E. Jouguet, ―On the propagation of chemical reactions in gases,‖ Journal de Mathématiques Pures et Appliquées, no. 7, pp. 347–425, 1905 (in French);
[4] Y. B. Zeldovich, ―On the theory of the propagation of detonation in gaseous systems,‖ Journal of Experimental and Theoretical Physics, no. 10, pp. 542-568, 1940, November;
[5] J. V. Neumann, Theory of detonation waves, Aberdeen Proving Ground, Maryland: Office of Scientific Research and Development, 1942, Report No. 549, Ballistic Research Laboratory File No. X-122;
[6] W. Döring, ―On the detonation process in gases,‖ Annalen der Physik, no. 43, pp. 421–436, 1943 (in French);
[7] A. S. Tityapkin and V. E. Volkov, ―The pressure profile of stationary detonation wave as the basis of theoretical stability estimate for the detonation of condensed and gas systems,‖ Automation of technological and business-processes (ATBP), vol. 3, pp. 9-16, 2010;
[8] Y. B. Zel'dovich and A. S. Kompaneyets, Theory of detonation. State Technical Press, 1955;
[9] M. V. Batalova et al., ―Сalculation of the structure of detonation waves,‖ Journal of Applied Mechanics and Technical Physics, no. 3, pp. 73-80, 1971;
[10] M.А. Nettleton, Gaseous Detonations: their nature, effects and control. London: Chapman and Hall, 1987.
[2] D. L. Chapman, ―VI.On the rate of explosion in gases,‖ Phil. Mag. and Jour. Sci., vol. 47 (284), no. 5, 1899, pp. 90-104;
[3] E. Jouguet, ―On the propagation of chemical reactions in gases,‖ Journal de Mathématiques Pures et Appliquées, no. 7, pp. 347–425, 1905 (in French);
[4] Y. B. Zeldovich, ―On the theory of the propagation of detonation in gaseous systems,‖ Journal of Experimental and Theoretical Physics, no. 10, pp. 542-568, 1940, November;
[5] J. V. Neumann, Theory of detonation waves, Aberdeen Proving Ground, Maryland: Office of Scientific Research and Development, 1942, Report No. 549, Ballistic Research Laboratory File No. X-122;
[6] W. Döring, ―On the detonation process in gases,‖ Annalen der Physik, no. 43, pp. 421–436, 1943 (in French);
[7] A. S. Tityapkin and V. E. Volkov, ―The pressure profile of stationary detonation wave as the basis of theoretical stability estimate for the detonation of condensed and gas systems,‖ Automation of technological and business-processes (ATBP), vol. 3, pp. 9-16, 2010;
[8] Y. B. Zel'dovich and A. S. Kompaneyets, Theory of detonation. State Technical Press, 1955;
[9] M. V. Batalova et al., ―Сalculation of the structure of detonation waves,‖ Journal of Applied Mechanics and Technical Physics, no. 3, pp. 73-80, 1971;
[10] M.А. Nettleton, Gaseous Detonations: their nature, effects and control. London: Chapman and Hall, 1987.