Then

c = (a + l/n + p/i)/{1 + (a + p/i)n/[root]m},

the form of the expression for c ultimately adopted by Ganguillet and

Kutter.

For the constants a, l, p Ganguillet and Kutter obtain the values 23,

1 and 0.00155 for metrical measures, or 41.6, 1.811 and 0.00281 for

English feet. The coefficient of roughness n is found to vary from

0.008 to 0.050 for either metrical or English measures.

The most practically useful values of the coefficient of roughness n

are given in the following table:--

Nature of Sides of Channel. Coefficient of

Roughness n.

Well-planed timber 0.009

Cement plaster 0.010

Plaster of cement with one-third sand 0.011

Unplaned planks 0.012

Ashlar and brickwork 0.013

Canvas on frames 0.015

Rubble masonry 0.017

Canals in very firm gravel 0.020

Rivers and canals in perfect order, free from stones \

or weeds / 0.025

Rivers and canals in moderately good order, not \

quite free from stones and weeds / 0.030

Rivers and canals in bad order, with weeds and \

detritus / 0.035

Torrential streams encumbered with detritus 0.050

Ganguillet and Kutter's formula is so cumbrous that it is difficult to

use without the aid of tables.

Lowis D'A. Jackson published complete and extensive tables for

facilitating the use of the Ganguillet and Kutter formula (_Canal and

Culvert Tables_, London, 1878). To lessen calculation he puts the

formula in this form:--

Encyclopaedia Britannica, 11th Edition, "Husband" to "Hydrolysis" Volume 14, Slice 1 · 第 125 / 207 题