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- Fokker-Plank-Boltzmann方程Fokker-Plank-Boltzmann equation
- Fokker-Plank方程Fokker-Planck equation
- Boltzmann方程Boltzmann equation
- 格子Boltzmann方程lattice Boltzmann equation
- Nernst-Plank方程Nernst-Plank equation
- Fokker-Hank方程Fokker-Plank equation
- 耗散Boltzmann方程dissipative Boltzmann equation
- Fokker-Planck方程Fokker-Planck equation
- Possion-Boltzmann方程Possion-Boltzmann equation
- Vlasov-Poisson-Fokker-Planck方程Vlasov-Poisson-Fokker-Planck System
- Fokker-Planck-Boltzmann方程的空间均匀解Spatially Homogeneous Solutions of the Fokker-Planck-Boltzmann Equation
- 解FOKKER-PLANCK-LANDAU方程的谱方法A Spectral Method for Fokker-Planck-Landau Equation
- 等离子体中Fokker-Planck方程的有限元模拟Finite Element Scheme for Fokker-Planck Equation in Plasmas
- 本文用奇异扰动方法讨论了具有小Knudsen数的Boltzmann方程的正规解,证明把Hil-bert展开和Enskog展开加以改进可以消除久期项。In this paper, we use a kind of singular perturbation method to find the normal solution of the Boltzmann equation with small Knudsen number. It is proved that the secular terms may be removed by improving the Hilbert expansion and Enskog expansion.
- 因分子马达处于胞质液体的环境中，物理学上将其看成是布朗粒子或布朗棘轮，其运动可以纳入布朗运动的理论框架去讨论，通过非平衡统计物理的Langevin方程或Fokker-Plank进行分析和计算。As molecular motor lies in liquid environment, it can be regarded as Brownian particles or Brownian rachet in physics, and its motion can be classified into theoretical frame of Brownian movement, analyzed and calculated by Langenvin equation or Fokker-Plank equation in nonequilibrium statistical physics.
- 蒸气压方程vapor pressure equation
- 麦克斯韦(电磁)场方程(式)Maxwell field equations
- 用Burnet函数作为展开基底表示分子速度分布函数和Boltzmann方程，并由此证明，Boltzmann碰撞矩阵元的计算归结为约化积分、Clebsch?Gordan系数和Mrody?Moshinsky系数的计算。The molecular velocity distribution function and Boltzmann equation in the kinetic theory of gases are expanded in basis of the orthogonal Burnett functions. Hence it is shown that the calculation of Boltzmann collision matrix elements can be realized by computing the reduced integrals, Clebsch Gordan coefficients and Brody Moshinsky coefficients.
- 次数多项式或多项式方程中变量的幂的最大数The greatest sum of the exponents of the variables in a term of a polynomial or polynomial equation.
- 高次代数方程求根finding roots of polynomial equation
