[10] This, however, is not an absolute test of the fineness of the
_water-lines_ of a vessel, and it can only be used as such on the
assumption that the midship sections of ships are of similar form.
The best test of the fineness of water-lines is made by taking the
displacement as a percentage of the prism whose length is that of
the ship and whose section is the same as the midship section of a
ship, assuming, however, that the midship section of all ships is
approximately that found in general practice to-day; in speaking of
coefficients it will mean the percentage of the rectangular block above
named.
[11] More than thirty years ago this matter had been observed by the
officers of the British navy, and experiments were ordered to be tried
with H. B. M. S. Flying Fish, a 1,100-ton cruiser, her length being 200
feet, breadth 30 feet 4 inches, and her draft of water 10 feet 6 inches
forward and 13 feet aft. With 1,290 I. H.-P. her speed was only 11.64
knots, whereas with 577 I. H.-P. it was 9.923 knots, and a speed of
11.201 was obtained with but 878 I. H.-P. A false bow 18 feet long was
then fitted, so as to give finer lines forward, or, as sailors describe
it, “a better entrance,” when it was found that with 1,285 I. H.-P. a
speed of 12-1/2 knots was attained, and with 1,345 very nearly 12-3/4
knots. There is also every reason to suppose that could the stern have
been altered in a similar way, the speed would have been still higher,
in spite of the ship being larger and with a consequent increase of
immersed surface to cause resistance. It has, besides, been observed on
many occasions that when steamers have been cut in two and lengthened
there has been no diminution of the speed, but, on the contrary,
in some cases there has actually been a gain; so that in these two
instances there is an apparent anomaly, viz., that with the same power
the larger ship is propelled at a quicker speed.
Public-domain text, read in full here on John Shaqi.
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