quantum statistical mechanics
Quantum statistical mechanics is a branch of physics that combines the principles of quantum mechanics and statistical mechanics to describe the behavior and properties of quantum systems composed of many particles. It provides a framework to calculate and predict the statistical distribution of particles' energy states and their interactions at the atomic and subatomic level.
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Related Concepts (15)
- many-body quantum systems
- quantum coherence
- quantum entanglement
- quantum field theory
- quantum fluids
- quantum gases
- quantum information theory
- quantum mechanics
- quantum monte carlo methods
- quantum phase transitions
- quantum spin systems
- quantum state
- quantum transport
- statistical mechanics
- thermodynamics
Similar Concepts
- classical statistical mechanics
- equilibrium statistical mechanics
- non-equilibrium statistical mechanics
- nonequilibrium statistical mechanics
- open quantum systems in statistical mechanics
- quantum chaos and quantum thermodynamics
- quantum dynamics
- quantum mechanics and determinism
- quantum mechanics in molecular biology
- quantum mechanics interpretation
- quantum physics
- quantum probability theory
- quantum statistical mechanics of solids
- quantum thermodynamics
- statistical interpretation of quantum mechanics