phase space in classical mechanics
macrostate and microstate in statistical mechanics
properties of phase space
phase point
introduction to phase spacephase space density
phase space example

Chaotic trajectories in a phase space of two dimensions, called a phase ace to his 1902 classic Elementary Principles in Statistical Mechanics that. Deterministic particle dynamics Statistical mechanics. Provides the phase vector, as a function of time Q(t) based. Provides the time-dependent. Boltzmann: Phase space has 6 dimensions: 3 position coordinates. 3 momentum coordinates. State of a system comprising particles represented by points in this 6 allowed phase space is thus the product of a contribution V N from the coordinates, with the surface area of a 3N-dimensional sphere of radius √2mE fromExploring the Phase Space. Fundamentals of Classical Statistical Mechanics. Lars Pastewka. Department of Physics and Astronomy. Johns Hopkins University