Lecture 1: Introduction to the Lattice Boltzmann Method
Lecture 2: Basics of finite-differencing
Lecture 3: Poiseuille and Couette flow using conventional methods
Lecture 4: Kinetic theory, probability density and equilibrium
Lecture 5: Boltzmann equation and BGK operator
Lecture 6: Lattice gas models
Lecture 7: Discrete-velocity set for lattice Boltzmann equation
Lecture 8: Lattice Boltzmann equation
Lecture 9: Periodic & bounceback boundary conditions and external force in LBE
Lecture 10: Free-slip and moving wall boundary conditions
Lecture 11: Moving wall simulations using lattice Boltzmann method
Demo 1: Demonstration of Poiseuille flow using LBM
Lecture 12: Modeling Stokes' first problem
Lecture 13: Boundary conditions in finite-domains (part 1)
Lecture 14: Boundary conditions in finite-domains (part 2)
Lecture 15: Maxwell-Boltzmann distribution
Lecture 16: Boltzmann’s H-theorem
Lecture 17: Revisiting Boltzmann’s equation
Lecture 18: Perturbation theory
Lecture 19: Chapman-Enskog expansion (part 1)
Lecture 20: Chapman-Enskog expansion (part 2)
Lecture 21: Introduction to multiphase simulations using LBM
Lecture 22: Pseudopotential method for phase separation simulations
Lecture 23: Introduction to multiple relaxation time (MRT) model
Lecture 24: Generalized two-dimensional LBE
Demo 2: Demonstration of phase separation simulation in LBM using pseudopotential method