6.2 Molecular dynamics method -- 6.2.1 For the case of the inertia being taken into account -- 6.2.2 For the case of the inertia being negligible -- 6.3 Brownian dynamics method -- 6.3.1 For the case of a dilute suspension of spherical particles -- 6.3.2 For the case of a dilute suspension of axisymmetric particles -- 6.4 Lattice Boltzmann method -- 6.4.1 BGK lattice Boltzmann method for a pure fluid system -- 6.4.2 Boundary conditions -- 6.4.3 Forces and torques acting on particles dispersed in a suspension -- 6.4.4 Method for activating the particle Brownian motion based on fluctuation hydrodynamics -- 6.4.5 Hybrid method of lattice Boltzmann and Brownian dynamics for activating the particle Brownian motion -- 6.5 Multi-particle collision dynamics method -- Bibliography -- 7: Strategy of Simulations -- 7.1 Generation of rotation of non-spherical particles -- 7.2 Lees-Edwards boundary condition -- 7.3 Analysis of the formation of clusters -- 7.4 Attempt of cluster movement in Monte Carlo simulations -- Bibliography -- 8: Description of System Characteristics -- 8.1 Radial distribution function -- 8.2 Pair correlation function -- 8.3 Orientational distribution function -- 8.4 Orientational pair correlation function -- 8.5 Order parameters -- 8.6 Cluster size distribution -- Bibliography -- 9: Several Examples of Simulations -- 9.1 Monte Carlo simulations of cube-like particles -- 9.1.1 Formulation of the present 2D phenomenon and modeling of magnetic cube-like particles -- 9.1.2 Monte Carlo method -- 9.1.3 Attempt of translational movement of the particles and rotational motion of the magnetic moments -- 9.1.4 Assessment of the particle overlap and the cluster formation -- 9.1.5 Description of the characteristics of the system -- 9.1.6 Specification of parameters for simulations -- 9.1.7 Results and discussion -- 9.1.8 Sample simulation program