Navegando por Orientadores "PEREZ, Silvana"

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Acesso aberto (Open Access)
Efeito Casimir em teorias de Chern-Simons
(Universidade Federal do Pará, 2011) RODRIGUES, Penn Lee Menezes; PEREZ, Silvana; http://lattes.cnpq.br/3585326481456738
In this work we study the Casimir force for Maxwell-Chern-Simons (MCS) theories in (2+1) dimensions. In particular for the bidimensional case, we consider di erent boundary conditions and present new results concerning the in uence of the temperature in the phenomenon. We also analyse the Temperature Inversion Symmetry, considering both the massless and massive cases. We start by studying general aspects from Matsubara formalism with the goal of introduce thermal e ects in the theory; we also analyse general aspects of (2+1)-dimensional MCS theory. Then, we review the Casimir force for the in nite magnetically permeable lines at both zero and nite temperature, as well as the mixed lines at zero temperature, for which we take one line in nite magnetically permeable and the other perfect conducting. We next present new results concerning the Thermal Casimir force for the case of mixed lines. Finally, we analyse the Temperature Inversion Symmetry associated with the Helmholtz free energy, showing that even for the mixed lines boundary conditions it is still possible to de ne a residual symmetry, the result being analogous to previous results for the eletrodynamics in (3+1) dimensions.
Acesso aberto (Open Access)
Efeitos de temperatura e potencial químico em Teoria Quântica de Campos
(Universidade Federal do Pará, 2009-03) MACIEL, Soraya Galdino; PEREZ, Silvana; http://lattes.cnpq.br/3585326481456738
In this work we study the e ects of a nonzero chemical potential in (1 + 1) dimensions quantum eld models at nite temperature. We particularly consider massless fermions in an abelian gauge eld background and calculate the e ective action by evaluating the n-point functions. We nd that the structure of the amplitudes corresponds to a generalization of the structure noted earlier in a calculation found in the literature without a chemical potential (the associated integrals carry the dependence on the chemical potential). Our calculation shows that the chiral anomaly is una ected by the presence of a chemical potential at nite temperature. However, unlike in the absence of a chemical potential, odd point functions do not vanish. In fact, we nd that all the even point functions are even functions of while the odd point functions are odd functions of . We show that the origin of the structure of the amplitudes is best seen from a formulation of the theory in terms of left and right handed spinors. The calculations are also much simpler in this formulation and it clari es many other aspects of the theory.