Carefully understand the concept and ansewr. FLuid Mechanics
Carefully understand the concept and ansewr. FLuid Mechanics Consider a pipe system as shown in Figure...
Consider a pipe system as shown in Figure 1. The pipe is connected to a mercury manometer at point 1 and point 2. Prove that the pipe wall between these points is exerting less than 600 N of fluid force. The frictional losses along the pipe is not negligible. Water 1.5 m 1 0.15 m 2 30° 0.15 m Mercury,SG 13.5
HELP ME URGENT! Consider a pipe system as shown in Figure 1. The pipe is connected to a mercury manometer at point 1 and point 2. Prove that the pipe wall between these points is exerting less than 600 N of fluid force. The frictional losses along the pipe is not negligible. Water 1.5 m 1 0.15 m 2 30° 0.15 m Mercury,SG 13.5 Figure 1 Question 1
fluid mechanics please fast 1. (15 points) Water (p-1g/cm) is flowing in pipes shown in Figure below. Use Bernoull's equation to calculate velocity of water at point B. - Fluid velocity in the large diameter pipe is 1m/s. - Pressure at point 2 is measured with U-tube mercury manometer (Pmercury-13,600kg/m) - h1-0.3m, h2-6cm - assume that the acceleration gravity g-10m/s 2 Manometer shows 0.7kPa pressure Ji h1
Water flows steadily downwards through a circular pipe of internal diameter 0.15 m inclined at 30° to the horizontal. A U-tube manometer is used to determine the pressure difference between two points displaced axially along the pipe by a distance 1.25 m. The reading on the manometer is 0.25 m of mercury. 1.25 m 0.15 m 30 0.25 m mercury Figure 2: Manometer and pipe Neglecting the thickness of the wall, determine between points 1 and 2: a. The difference...
Water flows in the horizontal pipe shown in the figure. At point A the area is 26.0 cm2 and the speed of the water is 2.20 m/s. At B the area is 15.0 cm2. The fluid in the manometer is mercury, which has a density of 13,600 kg/m3. We can treat water as an ideal fluid having a density of 1000 kg/m3. What is the manometer reading h? Question 10 (1 point) Water flows in the horizontal pipe shown in...
Problems in Fluid Pressure and Pressure Force 1. AU-tube manometer with mercury is connected to two points on an inclined pipe carrying water. There is an elevation difference of 4ft between the lower and upper points. If the mercury level difference between the two sides of the manometer is 20.3 inches, what is the pressure at the lower point in the pipe, if the pressure at the upper point is 17.5 psi? 2. A vertical semicircular disc of 2 m...
thermaldynamics and fluid mechanics Question 4 An orifice plate flow meter, as shown in figure Q4, is situated in a horizontal pipe of 95 cm diameter (d) in which water flows. The pressure difference between the vena contracta and flow upstream at point 1 is measured using a differential manometer. The diameter of the sharp-edged orifice (d.) is 35 cm. The coefficient of discharge for the flow meter is 0.7, and the coefficient of contraction is 0.62. Assume the density...
1. (20 points) Below, a fluid mechanics probiem with two major errors is shown. Water fiows steadily upward through a pipe consisting of two sections with a smooth reducing section. Using the given information below, find the height difference 'h' from the mercury manometer. Friction is negligible in this flow. The density of mercury and water are given as pe 847 Ibm/f3 and pu 62.4 lbm/ft respectiveiy A1 0.08 ft2 42 0.05 ft V1 8 ft/s V2 15 ft/s P,...
Question 10 (1 point) Water flows in the horizontal pipe shown in the figure. In Α. B At point A the area is 26.0 cm and the speed of the water is 2.20 m/s. At B the area is 15.0 cm . The fluid in the manometer is mercury, which has a density of 13,600 kg/m? We can treat water as an ideal fluid having a density of 1000 kg/m? What is the manometer reading h? 0.911 cm 4.32 cm...
Fluid shown in (Figure 1) flows through the curved pipe such that fluid particles move along the center streamline with the velocity of V=(14s^2 + 1000t^3/2 +4)m/s, where s is in meters and t is in seconds Part A Determine the magnitude of the acceleration of a particle at point A, where s= 0.3m, if it arrives t = 0.02s a= Fundamental Problem 3.8 Fluid shown in (Figure 1) flows through the curved pipe Y Pa such that fluid particles...