The Steam Engine Explained and Illustrated (Seventh Edition): With an Account of Its Invention and Progressive Improvement, and Its Application to Navigation and Railways; Including Also a Memoir of WattLardner, Dionysius
History
The Steam Engine Explained and Illustrated (Seventh Edition): With an Account of Its Invention and Progressive Improvement, and Its Application to Navigation and Railways; Including Also a Memoir of Watt
Lardner, Dionysius
Steam-engines; Watt, James, 1736-1819
In like manner, a bushel of coals consumed in working two engines
may produce the same useful effect, but it may produce that useful
effect in the one in half the time it takes to produce it in the
other. In that case the _duty_ of the engines will be the same,
but the _power_ of the one will be double that of the other.
[Pg295]
In fine, _power_ has reference to _time_,—_duty_, to _fuel_. The
more rapidly the engine produces its mechanical effect, the
greater its power will be, whatever may be the fuel consumed in
working it. And, on the other hand, the greater the useful effect
produced by a given weight of fuel, the greater will be the duty,
however long the time may be which the fuel may take to produce
the useful effect.
(176.) The proportion of the stroke to the diameter of the
cylinder must be determined by the velocity intended to be given
to the piston. With the same capacity of cylinder, and the same
evaporation in the boiler, the velocity of the piston will augment
as the magnitude of its diameter is diminished.
The proportion of the diameter to the stroke of the cylinder is
very various. In engines used for steam-vessels the length of the
cylinder very little exceeds its diameter. In land engines,
however, the proportion of the length to the diameter is greater.
It is maintained by some that the proportion of the diameter and
length of the cylinder should be such as to render its surface
exposed to the cooling of the external air, the smallest possible.
Tredgold has maintained that since, during the stroke, the steam
is gradually exposed to contact with the surface of the cylinder
from the top to the bottom, the mean surface exposed in contact
with steam being half that of the entire cylinder, the proportion
of the diameter to the stroke should be such that the surface of
half the length of the cylinder, added to the magnitude of the top
and bottom, shall be a minimum. If this principle be admitted,
then the best proportion of the diameter to the stroke would be
that of one to two, the length of the stroke being twice the
diameter of the cylinder; but since the whole surface of the
cylinder is constantly exposed to the cooling effects of the air,
and since in the intervals of the stroke there is no sensible
change of the temperature of the surface, the loss of heat by
cooling will in effect be the same, especially in double-acting
engines, as if the cylinder were constantly filled with steam. If
this be admitted, then the object should be to give the cylinder
such a proportion, that its entire surface, including the top and
bottom, shall be a minimum. [Pg296] The proportion given by this
condition would be very nearly that which is observed in the
cylinders of marine engines, viz. that the length of the cylinder
should be equal to its diameter.
Public-domain text, read in full here on John Shaqi.
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