Phase space distributions tailored for dispersive media.
New phase space distributions are proposed for describing pulse propagation in dispersive media for one spatial dimension. These distributions depend on time, position, and velocity, so that the pulse's spatial propagation or temporal evolution is described by a free-particle-like transformation followed by integration over velocity. Examples are considered for approximate Lorentz-model dielectrics and metallic waveguides.
Petruccelli
Jonathan C
JC
The Institute of Optics, University of Rochester, Rochester, New York 14627, USA. jcp@smart.mit.edu
Alonso
Miguel A
MA