Hawkins Electrical Guide v. 03 (of 10): Questions, Answers, & Illustrations, A progressive course of study for engineers, electricians, students and those desiring to acquire a working knowledge of electricity and its applications — John Shaqi
Hawkins Electrical Guide v. 03 (of 10): Questions, Answers, & Illustrations, A progressive course of study for engineers, electricians, students and those desiring to acquire a working knowledge of electricity and its applicationsHawkins, N. (Nehemiah)
Science
Hawkins Electrical Guide v. 03 (of 10): Questions, Answers, & Illustrations, A progressive course of study for engineers, electricians, students and those desiring to acquire a working knowledge of electricity and its applications
Hawkins, N. (Nehemiah)
Electrical engineering -- Handbooks, manuals, etc.
[Illustration: Fig. 521.--Mechanical explanation of the tangent law.
Construct an apparatus as shown in the figure. The short wooden block,
NS, represents the magnetic needle. This piece of wood turns around its
center, C, which may be an ordinary nail. It will now be seen that two
different forces act upon N; namely, the weight, G (one or two ounces),
and the changeable weights which are placed in the scoop, W (made of
cardboard). The height of the roll, or wheel, R, is such that the cord,
RN, runs horizontally, when NS stands vertically, i.e., when there is no
weight in the little scoop. If the wheel, R, be placed sufficiently far
from NS, the string RN, will always remain almost horizontal, even if NS
be deviated. The thin hand on NS moves over a vertical scale, which is
divided into equal parts, as shown. This scale may be made of cardboard.
If the hand point to division 1 when one ounce is placed in the scoop,
it will point to 2 for two ounces, to 3 for three ounces, etc. At 45°
the needle is deviated at its greatest angle, and this is, therefore, the
sensitivity angle of the tangent galvanometer. The deviating values are,
therefore, proportionate to the scale parts 01, 02, and 03, and so on;
and, inasmuch as these themselves are tangents, the tangent law will hold
good.]
Ques. How is the tangent galvanometer constructed to give direct readings?
Ans. To obviate reference to a table, the circular scale of the instrument
is sometimes graduated into tangent values, as in fig. 520, instead of
being divided into equal degrees.
[Illustration: Fig. 522.--Queen tangent and sine galvanometer. This
instrument properly adjusted can be used as a standard instrument for
laboratory work. The brass ring is 12 inches in diameter, and the grooves
in which the wire is wound are carefully turned so as to be of true
rectangular cross section, thus allowing the constant of the instrument
to be accurately calculated and compared with the constant as obtained by
other methods. The compass box is 5 inches in diameter and is so held in
position that it may be raised or lowered, rotated on its vertical axis,
shifted out of the plane of the coil, etc., thus enabling the operator
to acquire proficiency with the instrument and to meet all cases of
derangement possible. The dial is graduated to single degrees, and the
needle is suspended by a very light cocoon fibre. The whole instrument
can be turned about its vertical axis, and a quadrant graduated in degrees
upon the base allows the amount of rotation to be accurately measured, and
the laws of the sine galvanometer investigated. The instrument is wound
to measure .25 ampere to 8 amperes.]
Ques. What is the objection to the scale with tangent values?
Ans. It is more difficult to divide an arc into tangent lines with
accuracy than into equal degrees.
Ques. What disadvantage has the tangent galvanometer?
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