http://www.physicsforums.com/showthread.php?t=58280
More discussion on the recoil of railguns, as one forumer put
it:
The recoil is the result of the force require to accelerate a
projectile - equal and opposite (reaction) forces.
The guns are much heavier than the projectiles, but the projectiles
can be accelerated to very high velocities in short
distances.
With the same projectile mass and muzzle velocity, the
forces on the rail-gun and a normal gun would be the same. The
response of the rail-gun/normal gun depends on their masses. The
heavier the gun the less recoil acceleration (and lower momentum)
if would experience.
If the normal gun and rail-gun had the
same mass (and length over which the projectile is accelerated),
they would experience the same recoil for the same projectile mass
and acceleration.
However, the main advantage of railgun systems (especially in
mass driver applications), is the ability to provide lower impulse
then a conventional chemical energy gun system, which gives all of
the impulse at the moment of firing. (Though if you are talking
about accelerating projectiles to extremely high velocities close
to c., then obviously the impulse of a railgun would be tremedous
no matter how long the rails you have)
It's not necessarily something that gets gone over explictly in
class, but:
Force * time = mass * velocity = momentum
The recoil is essentially the same.
In practice conventional (i.e. chemical propelled) artillery
launches things other than the projectile (like some of the
explosive gasses), and because conventional artillery does not have
constant acceleration capability (conventional guns usually have
most of the acceleration take place at the beginning of the shot),
odds are that the conventional artillery piece would experience
more recoil, both in the sense that the maximal force on the gun is
higher, and in the sense that the total momentum change of the gun
is higher. However, this is an practical efficiency issue,
rather than some fundemental difference between the guns, and it's
readily concievable that a rail gun that uses some kind of sled to
accelerate a projectile could have more recoil per projectile mass
than a conventional gun.
Clearly, if the acceleration of the chemically propelled charge
is higher than the acceleration of the mass in the rail-gun, then
the reaction force on the normal gun is higher. On the other hand,
the force (pressure * area) of the normal-gun chamber falls off as
the projectile moves forward in the chamber, so the acceleration,
which is initially higher than that of the rail-gun, decreases to a
level below - given the constraint on the problem that the muzzle
velocity is the same for both cases.
Nowhere do you see them talking about railguns being
recoiless... in fact they are just like any other gun system and
have to deal with their generated recoil some way or another.