A parallel, two-dimensional Euler, one-dimensional Maxwell code is develope
d to numerically simulate wake vortex detection using a radio acoustic soun
ding system. The code is written in Fortran 90 with the message passing int
erface for parallel implementation. The main difficulty with a time-accurat
e simulation is the number of samples required to resolve the Doppler shift
in the scattered electromagnetic signal. Even for a one-dimensional simula
tion with typical scatterer size, the CPU time required to run the code is
far beyond currently available computer resources. Two alternatives that ov
ercome this problem are described. In the first, the code is run for a fict
itious speed of light. Second, the governing differential equations are rec
ast in order to remove the carrier frequency and solve only for the frequen
cy shift using an implicit scheme with large time steps. The numerical stab
ility characteristics of the resulting discretized equation with complex co
efficients are shown. The code is run for both the approaches with Taylor a
nd Oseen vortex velocity profiles. Finally, the Abel transform is applied t
o the outputs of both explicit and implicit schemes, and the wake vortex ve
locity field is retrieved with very good accuracy.