Torpedoes and Torpedo Warfare: Containing a Complete and Concise Account of the Rise and Progress of Submarine WarfareSleeman, Charles William
History
Torpedoes and Torpedo Warfare: Containing a Complete and Concise Account of the Rise and Progress of Submarine Warfare
Sleeman, Charles William
Torpedoes
With all the plugs inserted, the electrical current will flow direct
from _T_ to _T__{1}, the large metallic junction pieces directly
connected by the plugs would offer no sensible resistance; but if all
the plugs were removed, then the current would flow through each of the
coils 1, 2, 3, and 4, and the resistance in the circuit would be the
sum of the resistances of those four coils. With the plugs arranged
as in the figure, the current would flow through coil 4 only, and the
resistance in the circuit would be equal to the resistance of that coil.
_Wheatstone's Balance._--The electrical conductivity of a body is
determined by ascertaining the ratio between the resistance of a
certain length of the conductor in question, having a given section, to
that of a known length of a known section of some substance taken as a
standard.
For this purpose Wheatstone's bridge in connection with a box of
resistance coils is the most convenient method.
At Fig. 94 is shown Wheatstone's balance (Post-office pattern), and
at Fig. 93 the apparatus is reduced into the form of a parallelogram,
which is the usual diagram of Wheatstone's bridge. The theory of the
bridge is as follows:
Four conductors _A B_, _B C_, _A D_, and _D C_ are joined at _A_ and
_C_ to the poles of a battery _Z_; the resistance between _A_ and _B_
is _R_; that between _A_ and _D_ is _r_; that between _D_ and _C_ is
_R__{1}; and that between _B_ and _C_ is _x_, the unknown resistance to
be measured. A convenient constant ratio is chosen for _R__{1} and _r_,
such as equality 1 to 10, 1 to 100, or 1 to 1000; and then _R__{1} is
adjusted until no current flows through the galvanometer _G_; when this
is the case we have R : _r_=R_{1} : _x_, or _x_ = (_r_/R) × R_{1}; so
that if _r_ = R/100, _x_ will be equal to R_{1}/100.
Two keys _a_ and _b_ are inserted; the current is wholly cut off the
four conductors until contact is made at _a_; and then after the
currents in the four conductors have come to their permanent condition,
contact is made at _b_ to test whether any current flows through the
galvanometer. The three resistances _R_, _R__{1} and _r_ and the
resistance of the galvanometer should be small if _x_ is small, and
great if _x_ is great.
The conductors _A B_ and _A D_ of the bridge are each formed of
three resistance coils having a resistance of 10, 100, and 1000 ohms
respectively, inserted between the terminals _B_ and _D_ of the
balance, Fig. 94.
The conductor _D C_ is formed of a set of resistance coils from 1 up
to 4000 ohms, amounting altogether to 11,110 ohms, inserted between
the terminals _D_ and _C_ of the balance; in the balance, a brass plug
being inserted between the terminals _D_ and _D__{1}, they may be
considered as one terminal _D_. The conductor _B C_ is the wire to be
tested, and is connected to the terminals _B_ and _C_ of the balance.
Public-domain text, read in full here on John Shaqi.
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