In this work the dynamics of a three-fluid plasma consisting of electrons,
ions and charged dust particles are considered. The plasma is illuminated b
y a radiation field, which, through absorbtion, accelerates the dust partic
les, By direct acid Coulomb collisions the gained momentum is partially tra
nsmitted to electrons and ions. A steady state can be achieved by an extern
al gravitational field acting against the radiation. After presenting the s
teady-state flow, linear perturbations of dynamical variables with the wave
vector perpendicular to the radiation flux are considered. A Linear analys
is is performed by reducing the full three-fluid description to a suitable
one-fluid system of equations, assuming the plasma to be quasineutral and o
mitting plasma species separation. It is demonstrated that when the drag fo
rce between ions and dust particles is a decreasing function of their relat
ive velocity, the steady state is unstable against the formation of paralle
l layered streams with high and low relative Row velocities, i.e., multiple
current sheets. The temporal evolution of this instability is then investi
gated by means of numerical simulations in the framework of a complete thre
e-fluid model. (C) 2000 American Institute of Physics. [S1070-664X(00)01212
-X].