Search - reaction diffusion

Search - reaction diffusion - List

[Other resource] lbm_d2q920051201 DL : 1: 格子Boltzmann方法格子Boltzmann方法是为了保留格子气自动机方法的优点，克服其缺点而发展起来的方法。特别是1992年，钱跃弘、陈十一等的开创性工作(提出LBGK模型方法)，使该方法广泛地应用到计算流体力学(单相流、多相流、多孔介质流、热对流、磁流体、反应-扩散等)。 -lattice Boltzmann method lattice Boltzmann method is to retain the lattice gas automata the advantages and overcome its shortcomings and develop ways. In particular, in 1992, Qian Yue Wong Chan 11 the pioneering work (proposed Computational Model), the approach to the wider application of computational fluid dynamics (single-phase flow, multiphase flow, flow in porous media, thermal convection, MHD, the reaction - diffusion, etc.).
Date : 2008-10-13 Size : 469.49kb User : 张翟
[Other resource] LBM_Linux20051208 DL : 1: 格子Boltzmann方法格子Boltzmann方法是为了保留格子气自动机方法的优点，克服其缺点而发展起来的方法。特别是1992年，钱跃弘、陈十一等的开创性工作(提出LBGK模型方法)，使该方法广泛地应用到计算流体力学(单相流、多相流、多孔介质流、热对流、磁流体、反应-扩散等)。这是“格子模型”的并行处理，在LINUX下调试通过-lattice Boltzmann method lattice Boltzmann method is to retain the lattice gas automata the advantages and overcome its shortcomings and develop ways. In particular, in 1992, Qian Yue Wong Chan 11 the pioneering work (proposed Computational Model), the approach to the wider application of computational fluid dynamics (single-phase flow, multiphase flow, flow in porous media, thermal convection, MHD, the reaction - diffusion, etc.). This is the "lattice model" of parallel processing, the adoption of Linux Debugging
Date : 2008-10-13 Size : 17.53kb User : 张翟
[Other resource] reaction-diffusion DL : 0: 文献,6份文献.呵呵,关于图形图象的-literature, six literature. Oh, graphic image on the
Date : 2008-10-13 Size : 803.56kb User : fuyunping
[Algorithm] lbm_d2q920051201 DL : 0: 格子Boltzmann方法格子Boltzmann方法是为了保留格子气自动机方法的优点，克服其缺点而发展起来的方法。特别是1992年，钱跃弘、陈十一等的开创性工作(提出LBGK模型方法)，使该方法广泛地应用到计算流体力学(单相流、多相流、多孔介质流、热对流、磁流体、反应-扩散等)。 -lattice Boltzmann method lattice Boltzmann method is to retain the lattice gas automata the advantages and overcome its shortcomings and develop ways. In particular, in 1992, Qian Yue Wong Chan 11 the pioneering work (proposed Computational Model), the approach to the wider application of computational fluid dynamics (single-phase flow, multiphase flow, flow in porous media, thermal convection, MHD, the reaction- diffusion, etc.).
Date : 2025-07-12 Size : 469kb User : 张翟
[MPI] LBM_Linux20051208 DL : 0: 格子Boltzmann方法格子Boltzmann方法是为了保留格子气自动机方法的优点，克服其缺点而发展起来的方法。特别是1992年，钱跃弘、陈十一等的开创性工作(提出LBGK模型方法)，使该方法广泛地应用到计算流体力学(单相流、多相流、多孔介质流、热对流、磁流体、反应-扩散等)。这是“格子模型”的并行处理，在LINUX下调试通过-lattice Boltzmann method lattice Boltzmann method is to retain the lattice gas automata the advantages and overcome its shortcomings and develop ways. In particular, in 1992, Qian Yue Wong Chan 11 the pioneering work (proposed Computational Model), the approach to the wider application of computational fluid dynamics (single-phase flow, multiphase flow, flow in porous media, thermal convection, MHD, the reaction- diffusion, etc.). This is the "lattice model" of parallel processing, the adoption of Linux Debugging
Date : 2025-07-12 Size : 17kb User : 张翟
[Other] reaction-diffusion DL : 0: 文献,6份文献.呵呵,关于图形图象的-literature, six literature. Oh, graphic image on the
Date : 2025-07-12 Size : 803kb User : fuyunping
[Other systems] HConvSquar.ZIP DL : 0: ％ A 2D homogeneous convection-diffusion case (u=exp(-ex*deta*x-ex*deta*y) with a square with ％ all Dirichlet boundary, note that reaction coefficient is not zero ％ by indirect BKM - A 2D homogeneous convection-diffusion case (u = exp (-ex* deta* x-ex* deta* y) with a square with all Dirichlet boundary, note that reaction coefficient is not zero by indirect BKM
Date : 2025-07-12 Size : 2kb User : 项羽
[MPI] Euler DL : 0: 对二维的反应扩散方程使作欧拉差分的并行计算-Of two-dimensional reaction-diffusion equations for the Euler differential so that the parallel computing
Date : 2025-07-12 Size : 5kb User : 张国勇
[Algorithm] RK DL : 0: 龙格库塔法求解二维反应扩散方程，在ＶＣ６．０下编译通过．-Runge-Kutta method for solving two-dimensional reaction-diffusion equations, in the VC6.0 compiler under through.
Date : 2025-07-12 Size : 8kb User : jwf
[matlab] diffusion_d2q9 DL : 1: 对于扩散反应方程的格子boltzmann仿真实验我们要达到解决反应项的问题-Diffusion-reaction equation for the lattice boltzmann simulation experiment we want to solve the problem of response
Date : 2025-07-12 Size : 1kb User : nwsd
[matlab] recd2q9 DL : 0: 反应扩散问题长期在研究领域中c++去实现, 现在我们用MATLAB也可以-Reaction-diffusion problem in the area of research in long-term c++ to achieve, and now we can use MATLAB
Date : 2025-07-12 Size : 1kb User : nwsd
[matlab] recdiffq9 DL : 0: 反应扩散问题长期在研究领域中c++去实现, 现在我们用MATLAB也可以-Reaction-diffusion problem in the area of research in long-term c++ to achieve, and now we can use MATLAB
Date : 2025-07-12 Size : 1kb User : nwsd
[matlab] fd1d_predator_prey DL : 0: 反应扩散方程捕食者捕食模型 HOlling模型-Reaction-diffusion equation model of predator prey model HOlling
Date : 2025-07-12 Size : 1kb User : 纪昀
[matlab] fd2d_predator_prey DL : 0: 反应扩散方程捕食者捕食模型HOiing模型2D-Reaction-diffusion equation model of predator prey model HOiing 2D
Date : 2025-07-12 Size : 1kb User : 纪昀
[Special Effects] chemistry_in_motion_reaction_diffusion_systems DL : 0: 反应扩散方程化学斑图 B_z反应 pattern-Chemical reaction-diffusion equations Pattern B_z response pattern
Date : 2025-07-12 Size : 37kb User : 纪昀
[matlab] SpiralWaves DL : 0: reaction-diffusion spiral matlab
Date : 2025-07-12 Size : 2kb User : zuicheng
[matlab] bruxRD2D2 DL : 0: 反应扩散方程中布鲁塞尔子的模拟~反应扩散方程中布鲁塞尔子的模拟~-Reaction-diffusion equations in Brussels analog sub ~ reaction-diffusion equations in the sub-analog ~ Brussels
Date : 2025-07-12 Size : 1kb User : 纪昀
[matlab] Kanxxx1 DL : 0: 有限差分法反应扩散方程捕食模型matlab程序源代码。-Finite-Difference Schemes for Reaction–Diffusion Equations Modeling Predator–Prey Interactions in MATLAB
Date : 2025-07-12 Size : 1.06mb User : 崔倩倩
[matlab] gauss_seidel DL : 1: gauss_seidel 模拟双耦合扩散，其中的反应扩散项字数可以自己来修改-gauss_seidel ，dual-coupling diffusion, reaction-diffusion Equation
Date : 2025-07-12 Size : 1kb User : WeiTang
[Algorithm] two-diffusion-equation DL : 0: 采用龙格库塔法求解二维反应扩散方程程序，C语言编写的程序。-Runge kutta method to solve two-dimensional reaction-diffusion equation
Date : 2025-07-12 Size : 9kb User : williomson

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