Access to Energy

THE RAIL GUN

There are many reasons, not all of them military, for accelerating chunks of matter to ever higher velocities. Elementary particles can be accelerated to within a hair of the speed of light, but macroscopic matter could, until recently, be significantly accelerated only either by rocketry (which takes a long time to accelerate its load to a high velocity), or by a gun.

But the gun has, in a sense, reached perfection: certain guns can shoot projectiles with a velocity close to the theoretical limit. A gun accelerates its projectile by the expansion of an exploding gas in the barrel. But no matter how long the barrel and how powerful the explosive, the gas cannot expand much faster than the velocity of sound. That does not mean the velocity of sound in cold air (which is comparatively slow), but the velocity of sound in the expanding gas, which depends on its chemical composition and temperature. By choosing the right gas and a high temperature (preheating the gas in a "two-stage" gun), it is theoretically possible to reach muzzle velocities in excess of 5 km/sec, (11,190 mph), and guns approaching that limit have, in fact, been built.

But for some applications that is still far too slow. It is, for example, not even half the velocity needed to escape the gravitational field of the earth (11.2 km/sec), i.e., to shoot something into orbit.

Unlike the mechanical force of an exploding gas, electromagnetic forces have no such limit¾at least not such a low one. Their theoretical limit is the speed of light itself (300,000 km/sec). This was realized in the last century, but practical investigations on how to utilize these forces did not begin until shortly before WWII.

GRAPHIC: A12_8601.TIF

The only part of an electromagnetic force we shall need here is the one utilized in almost every electric motor: when a current flows through a magnetic field, a force acts on the conductor carrying the current; its direction is perpendicular to both the field and the current. For example, if a current (I) flows along a fixed rail through a movable cross-piece as in the figure and back through the other fixed rail, that current will give rise to a magnetic field B directed downward, and the force on the crosspiece will be as indicated, so that it will push a projectile forward along the rails.

Although the principle is there, in this primitive form the rail gun would probably not achieve the muzzle velocity of a BB gun. Yet two improvements will make it surpass the explosive-charge gun. First, the friction of the cross-piece against the rails can be eliminated by making the former of a fuse-like material, so that it melts at the first surge of current; the current keeps on flowing in the form of an arc discharge, which moves forward just as the cross-piece did, but without friction.

Second, the forward force is proportional to the square of the current; to achieve very high velocities of the projectile, currents of the order of millions of amperes ("amps") are needed. (The current flowing through an industrial 3 HP electric motor is about 10 amps.) It is possible to achieve tens of thousands of amps by a number of methods such as storing electrical energy in banks of capacitors and then shorting them through the rail gun. But that is not enough, and an entirely new method was devised to raise the current to almost one million amps: at the moment when the current surges through the rail gun, its two rails are shot together with explosives.

To see how this works, we must first realize that a magnetic field has a property not unlike the inertia of mass: it does not like to be changed, and it will resist if one tries to change it¾the more forcefully the faster the change (this is a popular and inaccurate version of Lenz's Law). If the two rails carrying the current move toward each other, the magnetic field between them will change; it will resist by inducing currents that flow in opposite directions in the two rails. (Parallel currents attract or repel each other if they flow in identical or opposite directions, respectively.) But as will be seen from the figure, that is exactly what is wanted, and if the two rails are shot toward each other with explosives, the increase in current will be enormous. In this way, by the early 80s velocities of about 10 km/sec were achieved¾not far from the escape velocity of the earth (11.2 km/sec), and double the achievable velocity of explosively charged guns.



 • Viva Wasserman!
 • THE RAIL GUN
 • A GUN FOR FUSION?
 • RUNNING EPAMUCK
 • ENGINES OF CREATION
 • WAS DARWIN WRONG?
 • GENUINE OR RIFKINATED
 • NUCLEAR NOTES
 • ECHOES AND UPDATES
 • GOOD READING
Vol. 14, No. 4

Newsletter: Access to Energy Newsletter Archive
Volume: Issues
Issue/No.: Vol. 14, No. 4

Date: November 29, 2004 05:14 PM
Title: Viva Wasserman!

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