Q1- : Water flows out of a lake into steep slope wide rectangular channel (n = 0.017) as shown below. The flow enters the channel at depth = h = 1.15m. Water surface hc= 1.15m Lake Channel So Downstream the lake, select a logical value for the flow depth (h) along the channel reach. So = 0.012 Based on all selected values, compute the distance (Ax) downstream the lake such that the flow depth = selected h value.

Q: A simply supported beam with overhang on the right support is shown below. Using virtual work…

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Q: Consider the area shown in graph. Suppose that a=4 m, b=6 m, and k=3/8 m^-1. Locate the centroid y…

A: a=4 m, b=6 m, To find:The centroid y of the shaded area.

Q: Find the increase of pressure at points A and B due to a loading q=400 kPa placed on the given…

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Q: * (2 x 10*)cm"1 sec=| [(D³)cm²/(36)][e³/(1 + e)] 555 D°[e³/(1 + e)] Kinse(cm/sec)

A: D10 = 0.15 mm  D15 = 0.19 mm khydcmsec ≈ 555D2e31+e

Q: The area bounded by the water line of a reservoir and the contours with a contour interval of 2 m.…

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Q: What is the ground water travel time from well MW1 to well MW2 (days) according to the following…

A: Given data: Distance between both the wells, L=900 ft Permeability constant, k=18 ft/day n=0.24…

Q: Q: Find the distance x in fig below, use the common intensity method as (i= 1200/1+90) x 150 m Sewer…

A: Given the additional details, we can focus on calculating the time of concentration and ultimately…

Q: Problem 1: Inputs: ● ● A = (3, 3) ft B = (9, 12) ft C = (3, 1) ft D = (9, 6) ft Compute the centroid…

A: Given:- The coordinates of the points on the figure are:- A = (3,3) ft B = (9,12) ft C = (3,1) ft D…

Q: 3) An incompressible flow velocity field is given as 1 1 ệp + - êe [m/s] r r where r is in meters.…

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Unit Conversion

Standard units are also called SI units. SI units are used for measuring a physical quantity satisfying certain conditions. There are two types of units: fundamental units and derived units. Fundamental units are physical quantities that are independent, that is, they do not depend on other quantities like mass, length, or time. There are plenty of quantities in our lives which need to be measured and compared. Measuring is the comparison of a particular physical quantity with its reference value. A unit is a measure of a fixed physical quantity. A physical quantity is the product of a unit and the numerical value we need to compare with.