The Steam Engine Familiarly Explained and Illustrated: With an historical sketch of its invention and progressive improvement; its applications to navigation and railways; with plain axioms for railway speculatorsLardner, Dionysius
History
The Steam Engine Familiarly Explained and Illustrated: With an historical sketch of its invention and progressive improvement; its applications to navigation and railways; with plain axioms for railway speculators
Lardner, Dionysius
Steam-engines -- Early works to 1850
(58.) Whether the simple crank or the sun and planet wheel be used,
there still remains a difficulty of a peculiar nature attending the
continuance of the rotatory motion. There are two positions in which
the engine can give no motion whatever to the crank. These are when
the end of the beam, the axle of the crank, and the pivot which joins
the connector with the crank, are in the same straight line. This will
be easily understood. Suppose the beam, connector, and crank to assume
the position represented in fig. 15. If steam urge the piston
downwards, the point H and the connector H I will be drawn directly
upwards. But it must be very evident that in the present situation of
the connector H I, and the lever I K, the force which draws the point
I in the direction I K can have no effect whatever in turning I K
round the centre K, but will merely exert a pressure on the axle or
pivots of the wheel.
Again, suppose the crank and connector to be in the position H I K
(fig. 16.), the piston being consequently at the bottom of the
cylinder. If steam now press the piston _upwards_, the pivot H and the
connector H I will be pressed _downwards_, and this pressure will urge
the crank I K in the direction I K. It is evident that such a force
cannot turn the crank round the centre K, and can be attended with no
other effect than a pressure on the axle or pivots of the wheel.
Hence in these two positions, the engine can have no effect whatever
in turning the crank. What, then, it may be asked, extricates the
machine from this mechanical dilemma in which it is placed twice in
every revolution, on arriving at those positions in which the crank
escapes the influence of the power? There is a tendency in bodies,
when once put in motion, to continue that motion until stopped by some
opposing force, and this tendency carries the crank out of those two
critical situations. The velocity which is given to it, while it is
under the influence of the impelling force of the beam, is retained in
a sufficient degree to carry it through that situation in which it is
deserted by this impelling force. Although the rotatory motion
intended to be produced by the crank is, therefore, not absolutely
destroyed by this circumstance, yet it is rendered extremely
irregular, since, in passing through the two positions already
described, where the machine loses its power over the crank, the
motion will be very slow, and, in the positions of the crank most
remote from these, where the power of the beam upon it is greatest,
the motion will be very quick. As the crank revolves from each of
those positions where the power of the machine over it is greatest, to
where that power is altogether lost, it is continually diminished, so
that, in fact, the crank is driven by a varying power, and therefore
produces a varying motion. This will be easily understood by
considering the successive positions of the crank and connector
represented in fig. 16.
Public-domain text, read in full here on John Shaqi.
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