Exact(2)
Recently there are extensive studies of finding a suitable statistical mechanical framework for this features of spin crossover systems [24 26].
Finally, a number of polymeric 1-3D architectures of varying dimensionality and topology are discussed in terms of the search for strong cooperative spin crossover systems.
Similar(58)
For stocks in a strong trend, the indicator can be understood by a crossover system: When one line crosses the other, it signifies a change in trend.
It is shown that for hysteretic behavior at room temperature, which is an important feature for data storage devices, the spin-crossover systems with applied pressure requires high cooperative effects, i.e., the large interaction constant.
Based on this approach, we consider the spin-crossover system under applied pressure.
The obtained phase diagram gives a more complete description of diffusionless processes occurring in the spin-crossover system.
The Hamiltonian (2) describes in a convenient way the behavior of spin-crossover system where the control parameter is temperature.
The stochastic behavior of spin-crossover system examined by macroscopic model in phenomenological approach is given in [15, 16].
The behavior of spin-crossover system under applied external pressure was examined basing on the transition curves obtained from Monte Carlo simulations of Hamiltonian (4).
Here, we examined the spin-crossover system with free boundary conditions described by the Hamiltonian (5) by Monte Carlo (MC) simulations in the framework of Metropolis algorithm.
For spin-crossover system, the external field (related to transition metal ion) is defined as follows: h 0 = − ( Δ − k B T ln g ).
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