Examples of 'boltzmann distribution' in a sentence
Meaning of "boltzmann distribution"
boltzmann distribution: In physics and chemistry, Boltzmann distribution refers to the statistical distribution of particles in a system at thermal equilibrium. It describes the distribution of energy among particles in a way that maximizes entropy
How to use "boltzmann distribution" in a sentence
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boltzmann distribution
This is known as the Boltzmann distribution.
The Boltzmann distribution is the distribution that maximizes the entropy.
The algorithm samples secondary structures according to the Boltzmann distribution.
The diffusion is according to the Boltzmann distribution exponentially related to the temperature.
The probability distribution of particles by velocity or energy is given by the Boltzmann distribution.
This is governed by a Boltzmann distribution and is dependent on temperature and magnetic field strength.
The distribution is essentially motivated from the Boltzmann distribution of statistical physics.
The Boltzmann distribution should not be confused with the Maxwell-Boltzmann distribution.
The population of the lower excited state is then given by the Boltzmann distribution.
The parametrised normalizing constant for the Boltzmann distribution plays a central role in statistical mechanics.
The softmax function commonly used in machine learning is related to the Boltzmann distribution.
The temperature stability requirement depends on the Boltzmann distribution of the tworespective isotopic transitions.
It is a special case of a normalizing constant in probability theory, for the Boltzmann distribution.
Relation with the Boltzmann distribution.
Boltzmann Distribution leads to low signal to noise ratio ( " SNR " ) in nuclear MR spectroscopy.
See also
Energy dependence as the Boltzmann distribution.
The Maxwell - Boltzmann distribution corresponding to the solar atmosphere.
For a disscussion of the Maxwell Boltzmann Distribution and the.
Mathematically, the Boltzmann distribution can be written in the form.
In physics, this distribution is called the Boltzmann distribution.
In more general mathematical settings, the Boltzmann distribution is also known as the Gibbs measure.
In 1871, Ludwig Boltzmann generalized Maxwell 's achievement and formulated the Maxwell - Boltzmann distribution.
Linking energy and entropy, the Boltzmann distribution.
The electrons occupy energy levels, according to a Boltzmann distribution.
In n-dimensional space, Maxwell - Boltzmann distribution becomes,.
These high-energy molecules no longer follow a Boltzmann distribution.
However, in such a case, there is no antiderivative for Boltzmann distribution function.
The speed range can be described by the Maxwell - Boltzmann distribution.
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