\
= 17,078 units X ( --------------- ) - 422 units
\ 3,777 deg. /
---------------------------------------------- = 13.27 lb.
966 units
of water evaporated from and at 212 deg., corresponding to 12,819 units.
The actual result obtained was 11.83 lb.; hence the efficiency of this
boiler was
11.83
------- = 0.892.
13.27
I have already claimed for a boiler that it is a veritable heat
engine, and I have ventured to construct an indicator diagram to
illustrate its working. The rate of transfer of heat from the furnace
to the water in the boiler, at any given point, is some way
proportional to the difference of temperature, and the quantity of
heat in the gases is proportional to their temperatures. Draw a base
line representing -460 deg. Fahr., the absolute zero of temperature. At
one end erect an ordinate, upon which set off T = 3,777 deg., the
temperature of the furnace. At 849 deg. = _t_, on the scale of
temperature, draw a line parallel to the base, and mark on it a length
proportional to the heating surface of the boiler; join T by a
diagonal with the extremity of this line, and drop a perpendicular on
to the zero line. The temperature of the water in the boiler being
uniform, the ordinates bounded by the sloping line, and by the line,
_t_, will at any point be approximately proportional to the rate of
transmission of heat, and the shaded area above _t_ will be
proportional to the quantity of heat imparted to the water.
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