In this study, the internal energy and the specific heat of the one-dimensional Ising model obtained in the frame of the generalized statistical thermodynamics by Andrade, were somewhat extended and compared with the internal energy and the specific heat which were calculated in the standard (conventional) statistical thermodynamics. In the q → 1 case, approaching of the generalized internal energy and the specific heat to the standard well-known results, were illustrated by numerical applications. In addition to these, N ≫ 1 case was also investigated
The Ising model on a one-dimensional monoatomic equidistant lattice with different nearest-neighbour...
Using the procedure previously obtained by the authors, we obtain the specific heat of the two-dimen...
WOS: A1997WV80900021In this study, the mean-field Ising model, using the Bogolyubov inequality which...
WOS: A1997XF44400001In this study, the internal energy and the specific heat of the one-dimensional ...
Texto completo: acesso restrito. p. 285-292The partition function and specific heat of the Ising cha...
In this study, the Ising model, using the Bogolyubov inequality which has been obtained in the frame...
A statistical thermodynamic approximation for cooperative phenomena in Ising and Heisemberg systems ...
We analyze the specific heat for the class of models treated in a previous paper. It is shown that i...
Accurate expansions of internal energy and specific heat of critical two-dimensional Ising model wit...
This paper revisits the fundamental statistical properties of the crucial model in critical phenomen...
The specific heat of the S = 1 transverse-crystal-field Ising model with an antiferro-magnetic excha...
The internal energy u and the entropy S are used to describe the low and high temperature behavior o...
AbstractWe revisit the method of calculating the β-expansion of the Helmholtz free energy of any one...
There is hardly any branch of physics one can approach successfully without resorting to quantum sta...
For the 2D Ising model, we analyzed dependences of thermodynamic characteristics on number of spins ...
The Ising model on a one-dimensional monoatomic equidistant lattice with different nearest-neighbour...
Using the procedure previously obtained by the authors, we obtain the specific heat of the two-dimen...
WOS: A1997WV80900021In this study, the mean-field Ising model, using the Bogolyubov inequality which...
WOS: A1997XF44400001In this study, the internal energy and the specific heat of the one-dimensional ...
Texto completo: acesso restrito. p. 285-292The partition function and specific heat of the Ising cha...
In this study, the Ising model, using the Bogolyubov inequality which has been obtained in the frame...
A statistical thermodynamic approximation for cooperative phenomena in Ising and Heisemberg systems ...
We analyze the specific heat for the class of models treated in a previous paper. It is shown that i...
Accurate expansions of internal energy and specific heat of critical two-dimensional Ising model wit...
This paper revisits the fundamental statistical properties of the crucial model in critical phenomen...
The specific heat of the S = 1 transverse-crystal-field Ising model with an antiferro-magnetic excha...
The internal energy u and the entropy S are used to describe the low and high temperature behavior o...
AbstractWe revisit the method of calculating the β-expansion of the Helmholtz free energy of any one...
There is hardly any branch of physics one can approach successfully without resorting to quantum sta...
For the 2D Ising model, we analyzed dependences of thermodynamic characteristics on number of spins ...
The Ising model on a one-dimensional monoatomic equidistant lattice with different nearest-neighbour...
Using the procedure previously obtained by the authors, we obtain the specific heat of the two-dimen...
WOS: A1997WV80900021In this study, the mean-field Ising model, using the Bogolyubov inequality which...