F = qvB

where

F = the force (in newtons[10])

q = the charge on the electron (1.6 × 10⁻¹⁹ coulomb)

v = the wire’s velocity (in meters per second)

B = the magnetic field strength (in webers per square meter[10])

The surge of electrons along the length of the wire sets up a voltage

difference across the ends of the wire. A generator uses this difference

to convert the kinetic energy of the moving wire or armature into

electrical energy. The wire is kept spinning by the shaft which is

connected to a turbine driven by steam or water.

Let us try to eliminate the moving part, the generator armature. What we

need is a moving conductor that has no shaft, no bearings, no wearing

parts. The substance that meets these requirements is the plasma.

Examine Figure 9a. The MHD generator substitutes a moving, conducting

gas for the wires. Under the influence of an external magnetic field,

the conduction electrons move through the plasma to one side of the duct

which carries electrical power away to the load.

The MHD generator gets its energy from an expanding, hot gas; but,

unlike the turbogenerator, the heat engine and generator are united in

the static duct. The gradual widening of the duct shown in Figure 9a

reflects the lower pressure, cooler plasma at the duct’s end. Some of

the plasma’s thermal energy content has been tapped off by the duct’s

electrodes as electrical power.

Direct Conversion of Energy · 第 33 / 65 题