Boltzmanneloszlásból

Boltzmanneloszlásból is a Hungarian term that translates to "from Boltzmann distribution." It refers to a concept in statistical mechanics and thermodynamics where the probability of a system being in a particular state is described by the Boltzmann distribution. This distribution, named after physicist Ludwig Boltzmann, states that the probability of a system occupying a state with energy E is proportional to the exponential of negative E divided by kT, where k is the Boltzmann constant and T is the absolute temperature.

In essence, "Boltzmanneloszlásból" signifies that a system's behavior or characteristics are a consequence of its adherence to this fundamental probability distribution. For instance, if one were discussing the distribution of molecular speeds in a gas, stating that it arises "from Boltzmann distribution" implies that the observed speeds are not random but follow a predictable pattern dictated by the thermal energy of the molecules and their masses. This concept is crucial for understanding phenomena such as heat transfer, phase transitions, and chemical reaction rates, as it provides a microscopic basis for macroscopic thermodynamic properties. The term suggests an analysis or derivation that begins with the principles of the Boltzmann distribution to explain observed macroscopic behavior.