journal article·2014-11

Gas dynamics and heat transfer inside a solid propellant crack during ignition transient

DongQing Liu, Bing Sun, JianWei Zhang

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Abstract

To study the gas dynamic and heat transfer phenomena inside a single isolated longitudinal solid propellant surface crack, two 3-D geometric models with different crack shapes were constructed. Concerning the influence of propagation of jet from the igniter on the flame spreading phenomena in the crack, flow region around the opening of the crack was also included in the above geometric models. A theoretical framework was then adopted to model the conjugate heat transfer in the combustion channel and the crack cavity. Numerical simulation results indicate that the ignition shock wave can spread into the crack cavity. Extremely high overpressure and pressurization rate were observed along the crack front. It is possible that the crack may propagate before the flame front reaches it. An ignited region located at the crack front near to the channel surface in downstream direction was generated long before the flame front reached the crack opening in both models.
Source: openaire · Quality: candidate unverified · Source record ↗

Research context

OpenAlex topics: Rocket and propulsion systems research · Energetic Materials and Combustion · Combustion and Detonation Processes

SciVX discovery tags are terminology-based. OpenAlex topics are source-provided classifications.

References (40)

Show source-provided references
1. Kumar M, Kuo K K. Ignition of solid propellant crack tip under rapid pressurization. AIAA J, 1980, 18: 825–83310.2514/3.50824 ↗
2. Lu Y C. Combustion-induced crack propagation process in a solid-propellant crack cavity. Dissertation of the Doctoral Degree. Pennsylvania: Pennsylvania State University, 1992. 86–87
3. Han X Y, Zhou J P. Characteristics of 2-D flow fields on combustion fracture boundary in solid propellant. J Propul Technol, 1998, 19: 20–23
4. Li J, He G Q, Cai T M. Numerical Analysis of convective burning flow field in propellant crack. J Propul Tech, 1999, 20: 36–39
5. Xu X W, Wang L S, Mou J L, et al. Analysis on 3D transient flow field of crack cavity in solid rocket motor grain. J Solid Rocket Technol, 2007, 30: 39–43
6. Hood C P, Sims J D, Knight N A. The internal flow modeling of a simulated solid propellant-liner debond using Loci-CHEM. AIAA 2010-716410.2514/6.2010-7164 ↗
7. Han B, Zhou C S, Chen X. Numerical simulation of fluid-solid coupling in propellant crack during ignition. J Solid Rocket Technol, 2011, 34: 180–183
8. Ge A X. Research on mechanism of the effect of ignition pressurization on a solid propellant grain crack. Dissertation of the Doctoral Degree. Changsha: National University of Defense Technology, 2004. 63–108
9. Zhao R Y, Yu S C, Li H, et al. Analysis on propellant crack deformation during prompt pressurization. J Solid Rocket Technol, 2009, 32: 43–47
10. Cui X Q, Bai X Z, Zhou W, et al. Numerical simulation of the fluid-structure interaction mechanism between ignition shock wave and elastic cracks of grain. J Solid Rocket Technol, 2010, 33: 9–12
11. Guo P, Wu W H, Liu J, et al. Numerical simulation of fluid-structure interaction in defect-contained charge of solid rocket motor subjected to shock wave. Explosion Shock Waves, 2014, 34: 93–98
12. Hu W. Numerical study on problems related to SRM Ignition Transient. Dissertation of the Masteral Degree. Harbin: Harbin Engineering University, 2011. 58–79
13. Hansen J D. Experiments for evaluating 3-D effects on cracks in frozen stress models. Dissertation of the Masteral Degree. Virginia: Virginia Polytechnic Institute and State University, 2004. 25–40
14. Chen F M, He G Q, Ma Z E, et al. Two types of cracks on cavity surface of high-loaded solid propellant grain. J Propulsion Technol, 1999, 20: 21–24
15. He G Q, Cai T M, Li J. Experimental study of anomalous combustion in solid propellant gain with defects. J Propulsion Technol, 1999, 20: 30–35
16. Salita M. Unanticipated problems and misunderstood phenomena in and around solid rockets. AIAA 2011-595610.2514/6.2011-5956 ↗
17. Kumar M, Kuo K K. Effect of deformation on flame spreading and combustion in propellant cracks. AIAA J, 1981, 19: 1580–158910.2514/3.7888 ↗
18. Yuan W L, Shen W. Effect of chamber pressurization on crack combustion and propagation in solid propellant. J Aerospace Power, 2001, 16: 167–170
19. Fletcher D F, Geyer P E, Haynes B S. Assessment of the SST and Omega-Based Reynolds stress models for the prediction of flow and heat transfer in a square-section U-Bend. Comput Therm Sci, 2009, 1: 385–40310.1615/ComputThermalScien.v1.i4.20 ↗
20. Lü G L, Ye Z Y. Investigation on the mechanism of aeroelastic hazard during ground test of rocket nozzle. Sci China Tech Sci, 2012, 55: 2462–247310.1007/s11431-012-4939-x ↗
21. Gao Z X, Jiang C W, Lee C H. Improvement and application of wall function boundary condition for high-speed compressible flows. Sci China Tech Sci, 2013, 56: 2501–251510.1007/s11431-013-5349-4 ↗
22. Alpman E, Long L N. Separated turbulent flow simulations using a Reynolds stress model and unstructured meshes. AIAA 2005-109410.2514/6.2005-1094 ↗
23. Nguyen T, Behr M, Reinartz B. Near wall extension of a non-equilibrium, omega-based Reynolds stress model. J Phys: Conf Ser, 2011, 318: 31–42
24. Gundersen T O K. Modeling of rotating turbulent flows. Dissertation of the Masteral Degree. Norway: Norwegian University of Science and Technology, 2011. 41–59
25. Tchatchouang C W. Effect of turbulence modeling in predicting flow and heat transfer in a duct with pin fins. Dissertation of the Masteral Degree. West Lafayette: Purdue University, 2012. 32–59
26. Kader B A. Temperature and concentration profiles in fully turbulent boundary layers. Int J Heat Mass Tran, 1981, 24: 1541–154410.1016/0017-9310(81)90220-9 ↗
27. Willcox M A, Brewster M Q, Tang K C, et al. Solid rocket motor internal ballistics simulation using three-dimensional grain burnback. J Propul Power, 2007, 23: 575–58410.2514/1.22971 ↗
28. Rettenmaier A K, Heister S D. Experimental study of erosive and dynamic burning in Polybutadiene-based composite propellants. J Propul Power, 2013, 29: 87–9410.2514/1.B34668 ↗
29. Seifollahzadeh A, Aminian A. Simulation and study of the effect of pressure oscillations on linear combustion instability in a double base solid rocket motor. J Chem Eng Process Technol, 2014, 5: 185–189
30. King M K. Erosive burning of solid propellants. J Propul Power, 1993, 9: 785–80510.2514/3.23692 ↗
31. Bergman T L, Lavine A S, Incropera F P, et al. Fundamentals of Heat and Mass Transfer. New York: John Wiley & Sons, 2011. 627–628
32. King M K. A modification of the composite propellant erosive burning model of Lenoir and Robillard. Combust Flame, 1975, 24: 365–36810.1016/0010-2180(75)90169-8 ↗
33. Kuo K K, Summerfield M. Fundamentals of solid-propellant combustion. American Institute of Aeronautics and Astronautics, 1984. 563–575
34. Krier H. Solid propellant burning rate during a pressure transient. Combust Sci Technol, 1972, 5: 69–7310.1080/00102207208952505 ↗
35. Kuo K K, Kumar M. Dynamic burning effects in the combustion of solid propellants with cracks, and the use of granular bed combustion models. Naval Weapons Center Report 6193, 1980
36. Lu Y C, Yim Y J, Schwam F R. Transient burning behavior of solid propellants. Int J Energ Mater Chem Propul, 1994, 3: 389–402
37. Eleuterio F T. Riemann Solvers and Numerical Methods for Fluid Dynamics. Berlin: Springer, 2009. 98–103
38. McBride B J, Gordon S, Reno M A. Coefficients for calculating thermodynamic and transport properties of individual species. NASA Technical Memorandum 4513, 1993
39. Zhao G F. The effects of the thermodynamic parameters of air on the instability of compressible boundary layer flow. Acta Aerodyn Sin, 1996, 14: 98–103
40. Hillier R. Computation of shock wave diffraction at a ninety degrees convex edge. Shock Waves, 1991, 1: 89–9810.1007/BF01414904 ↗