The microscopic state of a system determines its macroscopic properties.

The entropy of a system is proportional to the logarithm of its volume.

The average energy of a system is equal to the sum of the energies of its individual particles.

The probability of a system being in a particular state is proportional to the Boltzmann factor.

Entropy is a measure of the disorder of a system.

Entropy is a measure of the energy of a system.

Entropy is a measure of the volume of a system.

Entropy is a measure of the temperature of a system.

A probability distribution that describes the distribution of molecular velocities in a gas.

A probability distribution that describes the distribution of molecular energies in a gas.

A probability distribution that describes the distribution of molecular positions in a gas.

A probability distribution that describes the distribution of molecular momenta in a gas.

It relates the temperature of a system to the average kinetic energy of its particles.

It relates the entropy of a system to the number of possible microstates.

It relates the pressure of a system to the number of particles per unit volume.

It relates the volume of a system to the number of particles it contains.

Classical statistical mechanics assumes particles are distinguishable, while quantum statistical mechanics assumes particles are indistinguishable.

Classical statistical mechanics assumes particles are point masses, while quantum statistical mechanics assumes particles have wave-like properties.

Classical statistical mechanics assumes particles interact via classical forces, while quantum statistical mechanics assumes particles interact via quantum forces.

Classical statistical mechanics assumes particles are in a continuous energy spectrum, while quantum statistical mechanics assumes particles are in a discrete energy spectrum.

A probability distribution that describes the distribution of bosons in a system.

A probability distribution that describes the distribution of fermions in a system.

A probability distribution that describes the distribution of particles in a classical system.

A probability distribution that describes the distribution of particles in a quantum system.

A probability distribution that describes the distribution of bosons in a system.

A probability distribution that describes the distribution of fermions in a system.

A probability distribution that describes the distribution of particles in a classical system.

A probability distribution that describes the distribution of particles in a quantum system.

The abrupt change in the physical properties of a system at a critical temperature or pressure.

The gradual change in the physical properties of a system as temperature or pressure changes.

The change in the state of a system from one phase to another, such as from solid to liquid.

The change in the energy of a system as temperature or pressure changes.

A mathematical model that describes the behavior of magnetic materials.

A mathematical model that describes the behavior of fluids.

A mathematical model that describes the behavior of gases.

A mathematical model that describes the behavior of solids.

A measure of the disorder or randomness of a system.

A measure of the energy of a system.

A measure of the volume of a system.

A measure of the temperature of a system.

Statistical entropy is proportional to the logarithm of the number of microstates.

Statistical entropy is inversely proportional to the number of microstates.

Statistical entropy is independent of the number of microstates.

Statistical entropy is equal to the number of microstates.

A thermodynamic potential that measures the work that can be extracted from a system.

A thermodynamic potential that measures the energy of a system.

A thermodynamic potential that measures the volume of a system.

A thermodynamic potential that measures the temperature of a system.

At equilibrium, the free energy of a system is minimized.

At equilibrium, the free energy of a system is maximized.

At equilibrium, the free energy of a system is constant.

At equilibrium, the free energy of a system is zero.

A function that provides information about the distribution of energy levels in a system.

A function that provides information about the entropy of a system.

A function that provides information about the free energy of a system.

A function that provides information about the temperature of a system.

The free energy is equal to the negative of the logarithm of the partition function.

The free energy is equal to the logarithm of the partition function.

The free energy is proportional to the partition function.

The free energy is inversely proportional to the partition function.