boltzmann factor वाक्य
उदाहरण वाक्य
मोबाइल
- The sensitivity can be enhanced artificially by increasing the Boltzmann factors.
- The potential will be incorporated through a Boltzmann factor.
- SRB measures replace the Boltzmann factor and they are defined on attractors of chaotic systems.
- The Boltzmann factor contributes heavily as it prefers interacting particles to be aligned in the same direction.
- The probability of a given energy level being populated in the canonical ensemble is given by its Boltzmann factor
- The ratio of the probability of finding a flip to the probability of not finding one is the Boltzmann factor:
- In classical statistical physics, this probability is usually given by the ( positive semi-definite ) Boltzmann factor.
- As a result, the Boltzmann factor for states of systems at negative temperature increases rather than decreases with increasing state energy.
- Assuming an external potential field U _ e ( \ vec R ), the equilibrium conformational distribution described above will be modified by a Boltzmann factor:
- At low temperatures, i . e . large ?, because of the Boltzmann factor, the vortex antivortex pair tends to be extremely close to one another.
- If the fluctuations of \ beta are characterized by a distribution f ( \ beta ), the " superstatistical Boltzmann factor " of the system is given by
- The Liouville measure restricted to the energy surface ? is the basis for the averages computed in Boltzmann factor exp ( & minus; ? " H " ).
- The Maxwell Boltzmann distribution applies to any system composed of atoms, and assumes only a canonical ensemble, specifically, that the kinetic energies are distributed according to their Boltzmann factor at a temperature " T ".
- We then substitute the energy of each state with its relative probability according to the Boltzmann Factor ( the property of a Boltzmann distribution that the energy of a state is proportional to the negative log probability of that state ):
- Under normal circumstances, any particle is more likely to be in a lower-energy state a than higher-energy one, and the ratio between these probabilities is a function of temperature, known as the Boltzmann factor.
- The thermodynamic characterisation of systems in equilibrium got its microscopic justification from equilibrium statistical mechanics which states that for a system in contact with a heat bath the probability to find it in any specific microstate is given by the Boltzmann factor.
- :: : : The real purpose of this article seems to be to derive the Boltzmann factor, not just the partition function ( see the context in Partition function ( statistical mechanics ); this article was likely forked from there.
- This can be understood conceptually as fixing the location of all molecules in the system and then inserting a particle of species i at all locations through the system, averaging over a Boltzmann factor in its interaction energy over all of those locations.
- The ratio of oxidized to reduced molecules,, is equivalent to the probability of being oxidized ( giving electrons ) over the probability of being reduced ( taking electrons ), which we can write in terms of the Boltzmann factor for these processes:
- In this situation, the expression for the Boltzmann factor fits mathematically with a negative temperature, but this doesn't really count because the system isn't in thermal equilibrium . ) Arbitrary username 16 : 37, 27 June 2006 ( UTC)
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