boltzmann distribution law Sentence Examples
- The Boltzmann distribution law describes the statistical distribution of particles in a system at thermal equilibrium.
- According to the Boltzmann distribution law, the probability of finding a particle with a certain energy level depends on the temperature of the system.
- In a gas at a given temperature, the Boltzmann distribution law predicts that particles with higher energies are less probable than those with lower energies.
- The Boltzmann distribution law forms the basis for understanding the behavior of gases and other systems in equilibrium.
- One of the key assumptions of the Boltzmann distribution law is that the system is in thermal equilibrium.
- The Boltzmann distribution law is derived from statistical mechanics and provides insights into the microscopic behavior of particles.
- Scientists use the Boltzmann distribution law to analyze the energy distribution among molecules in various physical and chemical processes.
- At higher temperatures, the Boltzmann distribution law predicts a broader range of energies among the particles in the system.
- The Boltzmann distribution law allows researchers to calculate the probabilities of different energy states in a system based on its temperature.
- Understanding the Boltzmann distribution law is crucial for studying phenomena such as molecular motion, chemical reactions, and phase transitions.
boltzmann distribution law Meaning
boltzmann distribution law (n)
(physics) a law expressing the distribution of energy among the molecules of a gas in thermal equilibrium
Synonyms & Antonyms of boltzmann distribution law
No Synonyms and anytonyms found
FAQs About the word boltzmann distribution law
(physics) a law expressing the distribution of energy among the molecules of a gas in thermal equilibrium
No synonyms found.
No antonyms found.
The Boltzmann distribution law describes the statistical distribution of particles in a system at thermal equilibrium.
According to the Boltzmann distribution law, the probability of finding a particle with a certain energy level depends on the temperature of the system.
In a gas at a given temperature, the Boltzmann distribution law predicts that particles with higher energies are less probable than those with lower energies.
The Boltzmann distribution law forms the basis for understanding the behavior of gases and other systems in equilibrium.
