canonical ensemble वाक्य
उदाहरण वाक्य
मोबाइल
- In that case, the equipartition theorem for the canonical ensemble follows immediately
- Where Q is the partition function for the canonical ensemble.
- It is also possible to derive Fermi Dirac statistics in the canonical ensemble.
- It has been extended to include the grand canonical ensemble
- It is derived in the same way as the partition function for the canonical ensemble.
- In the canonical ensemble, the partition function of the system can be written as:
- It is widely satisfied in common statistical ensembles-e . g . the canonical ensemble.
- In quantum mechanics, the canonical ensemble affords a simple description since microstates with specific energies.
- Boltzmann's entropy is the expression of entropy at thermodynamic equilibrium in the canonical ensemble.
- It generalizes the narrower concepts of the grand canonical ensemble and canonical ensemble in statistical mechanics.
- It generalizes the narrower concepts of the grand canonical ensemble and canonical ensemble in statistical mechanics.
- It is not trivial to obtain a canonical ensemble distribution of conformations and velocities using these algorithms.
- Also, Langevin dynamics allows controlling the temperature like a thermostat, thus approximating the canonical ensemble.
- The probability of a given energy level being populated in the canonical ensemble is given by its Boltzmann factor
- Surface ionization effect in a vaporized cesium atom at 1500 K, calculated using a grand canonical ensemble.
- Behavior over larger force ranges can be modeled using a canonical ensemble treatment identical to magnetization of paramagnetic spins.
- Under certain conditions, the Gibbs canonical ensemble maximizes the von Neumann entropy of the state subject to the energy conservation requirement.
- The thermodynamic variables of the grand canonical ensemble are chemical potential ( symbol : ) and absolute temperature ( symbol : ).
- For chemistry problems involving chemical reactions, the grand canonical ensemble provides the appropriate foundation, and there are two Lagrange multipliers.
- In the canonical ensemble, amount of substance ( N ), volume ( V ) and temperature ( T ) are conserved.
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