Traffic And Highway Engineering
Traffic And Highway Engineering
5th Edition
ISBN: 9781133605157
Author: Garber, Nicholas J., Hoel, Lester A.
Publisher: Cengage Learning,
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Chapter 16, Problem 15P
To determine

(a)

The flow depth for a rectangular channel lined with rubble masonry.

To determine

(b)

The flow velocityfor a rectangular channel lined with rubble masonry.

To determine

(c)

The type of flowfor a rectangular channel lined with rubble masonry.

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Water is flowing in a weedy excavated earth channel of trapezoidal cross section with a bottom width of 0.8 m, trapezoid angle of 50° and a bottom slope angle of 0.5°. (a) If the flow depth is measured to be 0.52 m, determine the flow rate of water through the channel. (b) What would the flow depth be if the bottom angle were 1°. (note: a = 1 m1/3 /s and the manning coefficient for a weedy excavated earth channel is 0.03) V = 2/31/2 R₁==b+y/tan 6) 2y/sin 8 (b) Trapezoidal channel. I b P
A 5 ft wide rectangular channel lined with rubble masonry is required to carry a flow of 300 ft3 /sec. If the slope of the channel is 2% and n = 0.015, determine (a) flow depth, (b) flow velocity, and (c) type of flow.
Determine the dimensions (b, d and t) of a trapezoidal concrete canal (n=0.015) to carry a discharge of 10 m³/s over a bottom slope of 0.5% assuming that the base width is twice the depth with a side slope of 2. No need to compute for the freeboard. Evaluate the design safety in terms of actual velocity, discharge, and Froude number.
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