6. A pitot tube is placed in a flowing channel, as shown below. Estimate the velocity measured by the pitot tube. Speculate on whether the measurement represents average velocity across the cross section. Determine dimensions by scale. Water level

The storage in the reach of a stream has been studied. The values of x and K in Muskingum equation have been identified as 0.28 and 1.6 days. If the inflow hydrograph to the reach is as given below, compute the outflow hydrograph. Assume the outflow from the reach at 1 = 0 as 3.5 m³/s. Time (h) Inflow (m³/s) 6 12 18 24 30 35 55 92 130 160 140

Water is flowing in a rectangular channel with a base of 4.0 ft. The velocity gradient from the bottom of the channel to the water surface is given by the equation: v=3.5y^0.6 Where y is the distance from the bottom of the channel. The total depth of the flow in the channel is 3.0ft. a) Graph the velocity profile from the bottom of the channel to the water surface.  B) Calculate the flow rate by integration. The first step is to draw a cross-section of channel and on that cross-section, Draw on your figure an elemental area DA that you will then ise in the equation: Q=integral V.dA

help find velocity