Holyoke Canal System - Description

Description

Today's canal system is 4.5 miles (7.2 km) in length on three levels. The canals are now used for electrical power generation as the water descends level by level to the river.

The First Level Canal contains 12 large gates regulating water coming into the system, each 15 feet (5 m) long by 9 feet (3 m) wide, and weighing more than four tons, and 2 smaller gates at 11 feet (3 m) by 4.5 feet (1.4 m), all powered by a water-wheel. At its origin the canal is 140 feet (43 m) wide with 22 feet (6.7 m) of water depth. It extends eastward about a thousand feet and then sweeps south for more than one mile (1.6 km) to supply the upper tier of mills.

The Second Level Canal runs parallel to the First but about 400 feet (120 m) east. It begins at its south end, and runs north for over a mile. For its first 2,000 feet (600 m), it is 140 feet (43 m) wide, then gradually narrows to 100 feet (30 m). Its average water depth is 15 feet (5 m).

The Third Level Canal begins at the south end of the Second Level, but some 12 feet (4 m) lower, and extends 3,550 feet (1,082 m). It is about 100 feet (30 m) wide and 10 feet (3 m) deep, with an average height above the river varying between 23 to 28 feet (9 m).

Read more about this topic:  Holyoke Canal System

Famous quotes containing the word description:

    An intentional object is given by a word or a phrase which gives a description under which.
    Gertrude Elizabeth Margaret Anscombe (b. 1919)

    I was here first introduced to Joe.... He was a good-looking Indian, twenty-four years old, apparently of unmixed blood, short and stout, with a broad face and reddish complexion, and eyes, methinks, narrower and more turned up at the outer corners than ours, answering to the description of his race. Besides his underclothing, he wore a red flannel shirt, woolen pants, and a black Kossuth hat, the ordinary dress of the lumberman, and, to a considerable extent, of the Penobscot Indian.
    Henry David Thoreau (1817–1862)

    It is possible—indeed possible even according to the old conception of logic—to give in advance a description of all ‘true’ logical propositions. Hence there can never be surprises in logic.
    Ludwig Wittgenstein (1889–1951)