B. Mitrović
Brock University
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Publication
Featured researches published by B. Mitrović.
Journal of Physics: Condensed Matter | 1998
R W Reid; S. K. Bose; B. Mitrović
We have carried out a Monte Carlo study of the nearest-neighbour ferromagnetic XY-model on the two-dimensional (2D) Penrose lattice and on periodically stacked (three-dimensional) 2D Penrose lattices. For the 2D case we have examined the magnetization, specific heat, linear susceptibility, helicity modulus and the derivative of the helicity modulus with respect to inverse temperature. The behaviour of all of these quantities points to a Kosterlitz-Thouless transition occurring in the temperature range , with critical exponents that are consistent with those obtained for crystalline (e.g., square) lattices. For the 3D stacking of the 2D Penrose lattices, examination of the magnetization, specific heat and linear susceptibility reveals a conventional second-order phase transition. Through cumulant analysis and finite-size scaling we obtain a critical temperature and critical exponents and , in agreement with previous studies of the XY-model on the 3D cubic lattice.
European Physical Journal B | 2004
B. Mitrović
We address the question of how phonons of various frequencies contribute to the superconducting transition temperature
Physical Review B | 2005
K. V. Samokhin; B. Mitrović
T_c
Solid State Communications | 1992
B. Mitrović
of a multi-band superconductor by considering the functional derivatives of
Journal of Physics: Condensed Matter | 2008
B. Mitrović
T_c
Physical Review B | 2006
B. Mitrović; K. V. Samokhin
with respect to various intraband and interband electron-phonon coupling functions. A general scheme for computing such functional derivatives is developed. The proofs are given that the functional derivatives which are diagonal in band indices are linear in phonon energy
Solid State Communications | 1988
P.S. Arberg; F. S. Razavi; F.P. Koffyberg; B. Mitrović
Omega
Phase Transitions | 2011
Michelle Przedborski; B. Mitrović
at small
Journal of Physics: Condensed Matter | 1997
R W Reid; S. K. Bose; B. Mitrović
Omega
Physical Review B | 2007
A. Knigavko; B. Mitrović; K. V. Samokhin
, while the functional derivatives which are off-diagonal in band indices diverge at