364 STANDARD ELECTRICAL DICTIONARY.

Magnetometer.

(a) A reflecting galvanometer, with heavy magnetic needle, dampened by a

copper frame. It was devised by Weber.

(b) An apparatus for measuring the intensity of magnetic force. It may

consist of a magnet suspended by bifilar or by torsion suspension. A

reflecting mirror and scale as in the reflecting galvanometer may be

used to act as indicator of its motions. It is used in investigations of

the intensity of the earth's field.

If the motions of the spot of light are received on a moving strip of

sensitized paper and are thereby reproduced photographically, the

instrument is self-recording. Such an apparatus is used in the Kew

Observatory, Eng., for recording the terrestrial magnetic elements.

Magnetometry.

The determination of the magnetic moment of a magnet.

It involves the determination by experiment of--( a) the product of the

magnetic moment, M, of the magnet by the horizontal component, H, of the

earth's magnetism; (b) the quotient of M divided by H. Knowing these two

quantities, M is given by the formula M = SquareRoot( )M * H) * (M/H) )

and if desired H is given by the formula H = SquareRoot( (M*H) / (M/H)).

M*H is determined by the method of vibrations. A very long, thin magnet

suspended by a torsion filament is caused to oscillate, and its period

is determined. Calling such period T and the moment of inertia of the

magnet I, we have the formula T= 2* PI * SquareRoot( I / (H*M) ) (a),

whence H*M is calculated, I of course being known or separately

determined.

Fig. 233 END-ON METHOD.

Fig. 234. BROADSIDE METHOD.

M/H is determined by the End-on deflection method, or the Broadside

deflection method. In both cases the deflection of a compass needle by

the magnet in question is the basis of the work.

In the end-on method AB is the magnet under examination; DE the compass

needle; a the angle of deflection; d the distance between C and the

middle of AB, which should be considerable compared with the length of

DE; 2l, the length of AB. We then have the formula

tan a = (M/H) * (2d / (d^2 - l^2)^2),

which if 2l is small compared to d reduces to

tan a = M/Hd 3

(b), which gives M/H, a and d being known.

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