The stationary Wigner equation is studied on a bounded, one-dimensional, spatial domain with inflow boundary conditions assumed. By means of a parity decomposition in the velocity variable, the half-range, two-point boundary problem is reduced to an initial-value problem which is studied in a suitable cutoff approximation around zero velocity.
Parity-decomposition method for the stationary Wigner equation with inflow boundary conditions / L. Barletti; P. Zweifel. - In: TRANSPORT THEORY AND STATISTICAL PHYSICS. - ISSN 0041-1450. - STAMPA. - 30(4/6):(2001), pp. 507-520. [10.1081/TT-100105935]
Parity-decomposition method for the stationary Wigner equation with inflow boundary conditions
BARLETTI, LUIGI;
2001
Abstract
The stationary Wigner equation is studied on a bounded, one-dimensional, spatial domain with inflow boundary conditions assumed. By means of a parity decomposition in the velocity variable, the half-range, two-point boundary problem is reduced to an initial-value problem which is studied in a suitable cutoff approximation around zero velocity.
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