The paper is concerned with analyzing the ultimate velocity versus the proj
ectile mass at fixed acceleration distance for various methods of decreasin
g the current density at the rail-armature interface. The analysis is perfo
rmed by numerical solution of the system of equations of unsteady diffusion
of a magnetic field and unsteady heat transfer in a two dimensional formul
ation.
Homogeneous and multilayer armatures, homogeneous rails, and rails with a h
igh-resistive layer are considered,
The results reported in the paper show that use of a resistive coating on t
he conductive side of rails is highly efficient at decreasing a current con
centration on the rear side of the armature due to the high-velocity skin e
ffect, This ensure a considerable decrease in the heating rate of the armat
ure near the contact boundaries. As a result, the maximum velocity to which
armature can be accelerated with retention of solid metallic contact with
rails in a channel of a given length can be increased by a factor of 2-4, a
nd the kinetic energy can be increased by a factor of 4-16 compared to the
case of using rails without coating, Use of a multilayer armature with orth
otropic electrical conductivity in combination with a resistive coating on
the contact side of the rails allows one to attain high velocities and ener
gy characteristics of the armature at short acceleration distances.