A dense plasma, accelerated by magnetic pressure, is used in an electromagnetic launcher to propel small masses. Such plasmas have been observed to disperse or fragment, and this has been related to a loss of projectile acceleration. We are concerned here with the potential mechanisms of plasma breakup, and with the associated limitations on projectile velocity. An unsteady, one-dimensional model of the plasma is described, which incorporates a simple correction for the effect of wall ablation. Two limiting cases are examined, one where ablation is small, and another where it is large. For the first of these cases, we show that a reduction in magnetic pressure will induce a decelerating body force at the tail of the plasma. It is shown that, if this force is generated on a time scale comparable with the dynamic relaxation time of the plasma, it is accompanied by a substantial reduction in plasma density. To the extent that this results in a loss of plasma conductivity, such a force reversal could lead to the formation of multiple current paths. For the second case, we show that a high level of ablation results in the formation of a parasitic current sheet at the tail of the plasma. Again, this is accompanied by a local deceleration of the tail. It is a matter of debate as to whether or not this leads to fragmentation of the plasma. However, irrespective of whether breakup occurs, the formation of such a current sheet imposes an upper limit on the achievable projectile velocity.
Read full abstract