Air y Fluid A Gage liquid Fig. 2
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Compute the pressure heat at m, in feet of fluid A, indicated by open manometer in figure 2 below when (a) Fluid A is oil (sp gr 0.851), the gage liquid is carbon tetrachloride (sp gr 1.51), y=30.15 in, z=3051 in. (b) Fluid A is molasses (sp.gr 1.50), gage liquid is water, y=3.51 ft, z=1.15 ft
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- A galvanized-iron pipe (ε = 0.0005 ft) is to carry air at standard temperature and pressure at a rate of 2.0 ft3/s. The pressure drop is to be no more than 0.50 psi per 100 ft. Design the pipe diameter.Design a bar screen for the following conditions:Peak design flow = 54451 m3/d Velocity through the rack at peak flow = 0.9 m/s Angle with the horizontal = 60oConsider the basic system of Fig. 2-1a with the following properties: m = 2 kips · sec2/in and k = 20 kips/in. If this system is subjected to resonant harmonic loading (ω = ω) starting from “at rest” conditions, determine the value of the response ratio R(t) after four cycles (ωt = 8π), assuming: (a) c = 0 [use Eq. (3-38)] (b) c = 0.5 kips · sec/in [use Eq. (3-37)] (c) c = 2.0 kips · sec/in [use Eq. (3-37)]
- Heavy fuel oil at 60°F flows through the 3′′diameter end of pipe orifice, causing the deflection of the mercury in the U-tube gage. Determine the power in the jet. (ANSWER MUST BE = 2.90 Hp )A centrifugal pump is being designed to pump liquid refrigerant R-134a at room temperature and atmospheric pressure. The impeller inlet and outlet radii are r1 = 100 and r2 = 180 mm, respectively (Fig. 1). The impeller inlet and outlet widths are b1 = 50 and b2 = 30 mm. The pump is to deliver 0.25 m3/s of the liquid at a net head of 14.5 m when the impeller rotates at 1720 rpm. Design the blade shape for the case in which these operating conditions are the design conditions of the pump (V1,t = 0, as sketched in the figure); specifically, calculate angles B1 and B2, and discuss the shape of the blade. Also predict the horsepower required by the pump.Kindly give me the solution of this please with these answers: Ans. CE = -2.74kN (C), 0.68 MPa
- Fivwweiln & A cannon is fired with velocity of (Number of Letter (FN+LN) x 8m/s) at an angle 45° at level surface. a.) What is the maximum height the cannon ball reach? b.) What is the time it takes the cannon ball to reach the surface. ¢.) How far away did the projectile land? d.) What is the altitude and range of cannonball after 7 sec. e.) If the cannon fired at 37°, what is the initial velocity to reach the same maximum height when the ball is launch at 45°?Solve the F2-7 QuestionSpecify the specific energy or had in meters of the rectangular channel section (width = 10m): water surface elevation = 90m bed elevation = 88m flow rate = 400 m3/s