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A. I. Lopato
10. McVey, J.B., Toong, T.Y.: Mechanism of instabilities of exothermic hypersonic blunt-body
flows. Combust. Sci. Technol. 3, 63–76 (1971)
11. Burcat thermochemical data. https://burcat.technion.ac.il. Accessed 03 Jul 2020
12. Petersen, E.L., Hanson, R.K.: Reduced kinetics mechanisms for RAM accelerator combustion.
J. Propuls. Power 15(4), 591–600 (1999)
13. Togashi, F., Lohner, R., Tsuboi, N.: Numerical simulation of H 2 /air detonation using
unstructured mesh. Shock Waves 19, 151–162 (2009)
14. Toro, E.F.: Riemann Solvers and Numerical Methods for Fluid Dynamics: A Practical
Introduction, 3rd edn. Springer, Berlin (2009)
15. Liou, M.-S., Steffen Jr., C.J.: A new flux splitting scheme. J. Comput. Phys. 107, 23–39 (1993)
16. Shu, C.-W.: Essentially non-oscillatory and weighted essentially non-oscillatory schemes for
hyperbolic conservation laws. NASA/CR-97-206253, ICASE Report No. 97-65 (1997)
17. Lopato, A.I., Eremenko, A.G., Utkin, P.S., Gavrilov, D.A.: Numerical simulation of detonation initiation: the quest of grid resolution. In: Jain, L.C., Favorskaya, M.N., Nikitin, I.S.,
Reviznikov, D.L. (eds.) Advances in Theory and Practice of Computational Mechanics. SIST,
vol. 173, pp. 79–89. Springer, Singapore (2020)
18. Lopato, A.I., Utkin, P.S: The usage of grid-characteristic method for the simulation of flows
with detonation waves. In: Petrov, I.B., Favorskaya, A.V., Favorskaya, M.N., Simakov, S.S.,
Jain, L.C. (eds.) Smart Modeling for Engineering Systems. GCM50 2018. SIST, vol. 133,
pp. 281–290. Springer, Cham (2018)
19. Shu, C.W., Osher, S.: Efficient implementation of essentially non-oscillatory shock-capturing
schemes. J. Comput. Phys. 77, 439–471 (1988)
20. Lopato, A.I., Utkin, P.S: Numerical study of detonation wave propagation in the variable
cross-section channel using unstructured computational grids. J. Combust. 3635797, 1–8 (2018)
A. I. Lopato
10. McVey, J.B., Toong, T.Y.: Mechanism of instabilities of exothermic hypersonic blunt-body
flows. Combust. Sci. Technol. 3, 63–76 (1971)
11. Burcat thermochemical data. https://burcat.technion.ac.il. Accessed 03 Jul 2020
12. Petersen, E.L., Hanson, R.K.: Reduced kinetics mechanisms for RAM accelerator combustion.
J. Propuls. Power 15(4), 591–600 (1999)
13. Togashi, F., Lohner, R., Tsuboi, N.: Numerical simulation of H 2 /air detonation using
unstructured mesh. Shock Waves 19, 151–162 (2009)
14. Toro, E.F.: Riemann Solvers and Numerical Methods for Fluid Dynamics: A Practical
Introduction, 3rd edn. Springer, Berlin (2009)
15. Liou, M.-S., Steffen Jr., C.J.: A new flux splitting scheme. J. Comput. Phys. 107, 23–39 (1993)
16. Shu, C.-W.: Essentially non-oscillatory and weighted essentially non-oscillatory schemes for
hyperbolic conservation laws. NASA/CR-97-206253, ICASE Report No. 97-65 (1997)
17. Lopato, A.I., Eremenko, A.G., Utkin, P.S., Gavrilov, D.A.: Numerical simulation of detonation initiation: the quest of grid resolution. In: Jain, L.C., Favorskaya, M.N., Nikitin, I.S.,
Reviznikov, D.L. (eds.) Advances in Theory and Practice of Computational Mechanics. SIST,
vol. 173, pp. 79–89. Springer, Singapore (2020)
18. Lopato, A.I., Utkin, P.S: The usage of grid-characteristic method for the simulation of flows
with detonation waves. In: Petrov, I.B., Favorskaya, A.V., Favorskaya, M.N., Simakov, S.S.,
Jain, L.C. (eds.) Smart Modeling for Engineering Systems. GCM50 2018. SIST, vol. 133,
pp. 281–290. Springer, Cham (2018)
19. Shu, C.W., Osher, S.: Efficient implementation of essentially non-oscillatory shock-capturing
schemes. J. Comput. Phys. 77, 439–471 (1988)
20. Lopato, A.I., Utkin, P.S: Numerical study of detonation wave propagation in the variable
cross-section channel using unstructured computational grids. J. Combust. 3635797, 1–8 (2018)