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A simple lattice Boltzmann scheme for low Mach number reactive flows 被引量:1

A simple lattice Boltzmann scheme for low Mach number reactive flows
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摘要 For simulating low Mach number reactive flows, a simple and coupled lattice Boltzmann (CLB) scheme is proposed, by which the fluid density can bear significant changes. Different from the existing hybrid lattice Boltzmann (HLB) scheme and non-coupled lattice Boltzmann (NCLB) scheme, this scheme is strictly lattice Boltzmann style and the fluid density couples directly with the temperature. Because it has got rid of the constraint of traditional thought in lattice Boltzmann scheme,on the basis of the equality among the particle speed c, the time step △t and the lattice grid spacing △x held, both c and △t can be adjusted in this scheme according to a "characteristic temperature" instead of the local temperature. The whole algorithm becomes more stable and efficient besides inheriting the intrinsically outstanding strong points of conventional lattice Boltz-mann scheme. In this scheme, we also take into account different molecular weights of species, so it is more suitable for simulating actual low Mach number reactive flows than previous work. In this paper, we simulated a so-called "counter-flow" premixed propane-air flame, and the results got by our scheme are much better than that obtained by NCLB. And the more important thing is that the exploration in this work has offered a kind of brand-new train of thought for building other novel lattice Boltzmann scheme in the future. For simulating low Mach number reactive flows, a simple and coupled lattice Boltzmann (CLB) scheme is proposed, by which the fluid density can bear significant changes. Different from the existing hybrid lattice Boltzmann (HLB) scheme and non-coupled lattice Boltzmann (NCLB) scheme, this scheme is strictly lattice Boltzmann style and the fluid density couples directly with the temperature. Because it has got rid of the constraint of traditional thought in lattice Boltzmann scheme, on the basis of the equality among the particle speed c, the time step Δt and the lattice grid spacing Δx held, both c and Δt can be adjusted in this scheme according to a “characteristic temperature” instead of the local temperature. The whole algorithm becomes more stable and efficient besides inheriting the intrinsically outstanding strong points of conventional lattice Boltzmann scheme. In this scheme, we also take into account different molecular weights of species, so it is more suitable for simulating actual low Mach number reactive flows than previous work. In this paper, we simulated a so-called “counter-flow” premixed propane-air flame, and the results got by our scheme are much better than that obtained by NCLB. And the more important thing is that the exploration in this work has offered a kind of brand-new train of thought for building other novel lattice Boltzmann scheme in the future.
出处 《Science China(Technological Sciences)》 SCIE EI CAS 2006年第6期714-726,共13页 中国科学(技术科学英文版)
基金 supported by the State Key Development Programme for Basic Research of China(Grant No.G1999022207) Program for New Century Excellent Talents in University,Ministry of Education(Grant No.NCET-04-0708) the National Natural Science Foundation of China(Grant No.60073044).
关键词 LATTICE Boltzmann low MACH number flows REACTIVE flows simulation. lattice Boltzmann low Mach number flows reactive flows simulation
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  • 1[1]Sivashinsky G J.Hydrodynamic theory of flame propagation in an enclosed volume.Acta Astronautica,1979,6:631-645
  • 2[2]Tomboulides A G,Lee J C Y,Orszag S A.Numerical simulation of low Mach number reactive flows.J Sci Comput,1997,12:139-167
  • 3[3]Filippova O,Hanel D.A novel lattice BGK approach for low Mach number combustion.J Comput Phys,2000,158:139-160
  • 4[4]Thierry P,Denis V.Theoretical and Numerical Combustion.Flourtown:R T Edwards,2001
  • 5[5]Chen S Y,Doolen G D.Lattice Boltzmann method for fluid flows.Annu Rev Fluid Mech,1998,30:329-364
  • 6[6]Succi S,Bella G,Papetti F.Lattice kinetic theory for numerical combustion.J Sci Comput,1997,12:395-408
  • 7[7]Yu H D,Luo L S,Girimaji S.Scalar mixing and chemical reaction simulations using lattice Boltzmann method.Int J Comput Eng Sci,2002,3:73-87
  • 8[8]Yamamoto K,He X Y,Doolen G D.Simulation of combustion field with lattice Boltzmann method.J Stat Phys,2002,107:367-383
  • 9[9]Lallemand P,Luo L S.Theory of the lattice Boltzmann method:Acoustic and thermal properties in two-and three-dimensions.Phy Rev E,2003,68:036706/1-036706/25dimensions.Phy Rev E,2003,68:036706/1-036706/25
  • 10[10]Shan X W,Chen H D.Lattice Boltzmann model for simulating flows with multiple phases and components.Phys Rev E,1993,47:1815-1819

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