solve for: BHP² HT² N² When: BHP¹ = 414.14hp HT¹ = 6.56m N¹ = 0.8 WHP = 331.31hp TY!
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- What is the required pump power (Pa) for the system below? The source reservoir is on the right side of the figure The outflow is released as a water jet to the atmosphere (on the left) Discharge rate is 0.11 m3/s Pipe total length is 180 m Pipe diameter is 0.2 m Friction factor (f) is 0.01 Minor losses are negligibleCHOOSE ONE: 25 KiloWatt 169 KiloWatt 269 KiloWatt 112 KiloWattpls answer asap for my hydraulics course. A 30 cm diameter pipe is connected by a reducer to a 10 cm diameter pipe. Points 1 (on the 30 cm diam.) and 2 (on the 10 cm diam.) are along the same elevation. The pressure at 1 is 250 kPa. The flow is 30 liters per second and the energy lost between 1 and 2 is equivalent to 20 kPa. Compute the pressure at 2 if the liquid flowing has a specific gravity of 1.50.Theflowrateofwaterthroughacastironpipeis5000GPM.The diameter of the pipe is 330mm, and the coefficient of friction is f=0.0173. What is the pressure drop over a 30m length of pipe
- Operating conditionsDetermine the operating conditions (HP, Q, ep, and Pi) of a pump capable of moving water (68°F) from reservoir A (water surface elevation = 102 ft) to reservoir B (water surface elevation = 180 ft). The 12” diameter pipe connecting the two reservoirs has a length of 8700 ft. The pump characteristics are given in the graph; plot the system curve on this graph and include with your solution. To calculate friction loss, assume fully turbulent conditions with e = 0.006 ft, and include minor losses for a square-edged entrance and submerged exit. Also verify that the pump efficiency obtained from the pump characteristic curves corresponds with the pump efficiency obtained from the power equation (? =????; note that 1 HP = 550 ft-lb/s). Then repeat the calculations for 50 years from now when e has increased to 0.04 ft. Plot the new system curve on the graph and verify the new efficiency.Plz, solve all the parts of this problem. Use Excel sheet. Reg.No: 5395 Hydraulics A rectangular channel carrying 30 cfs has a bottom width of 4 ft. Manning roughness coefficient is 0.0a, where a = last digit of your registration number. Assume ten different depths of the flow and DEVELOP a specific energy diagram, using Excel sheet, for the given flow in this channel. Show (CLO3) 1) All the alternate depths and the corresponding energies. 2) The critical flow parameters. 3) Relationship between specific energy and the depth of flow for no velocity in a given channelQ No. 3: A six-centrifugal pumps delivers 0.1 m3 /s against a total head of 480 m. What is its specific speed if it routes at 1450 rpm? What type of impeller would you recommended for the pump? Draw velocity triangles for centrifugal pump at inlet and outlet. Drive expressions for power input, power output and efficiency for Francis turbine using flow velocity triangles. Note : Need Neat And Clear Solution on Urgent Basis. Please Solve According To Statement Of Question.
- 2.A 25–mm diameter commercial steel pipe,50 m long,isused to drain an oil tank. Determine the discharge whenthe oil level in the tank is 5 m above the exit of the pipe.Neglect minor losses and assume f = 0.12.The water system in a suburban area consists of an old 9-inch pipeline 2392 ft. long which conveys water from a pump to a reservoir whose water surface is 332 ft. higher than the pump. Water is pumped at the rate of 2.86 cfs. Determine the horsepower saved by replacing the old pipe with a new 13-inch pipe. Assume the values of f as equal to 0.042 and 0.016, respectively, for the old and new pipes. Neglect losses of head except friction head.Given:Q = 28 lit/sKc = 0.40Kb = 0.5Ke = 0.40Pipe diam = 10 cmFriction factor = 0.037 1.) From the given data of Figure 1: a) Calculate the value of H. b) If a straight pipe is used from A to B, determine the new value of the discharge in lit/sec.
- Two water pumps are arranged in series. The performance data for both pumps follow the parabolic curve fit Havailable = H0 − aV.2 . For pump 1, H0 = 6.33 m and coefficient a = 0.0633 m/(Lpm)2 ; for pump 2, H0 = 9.25 m and coefficient a = 0.0472 m/(Lpm)2 . In either case, the units of net pump head H are m, and the units of capacity V. are Lpm. Calculate the combined shutoff head and free delivery of the two pumps working together in series. At what volume flow rate should pump 1 be shut off and bypassed? Explain.Questions #1 Water flows at the rate of 0.16 L/s through a 200 mm diameter pipe. If its Viscosity is 1.15x10^6 m^2/s what is the type of flow? A. Subcritical B. Turbulent C. Supercritical D. Laminar Questions #2 From the steel pipe network shawn in Figure, the supply of water is 350 lit/sec. Calculate the following: a) Rate of flow of water in pipe 2 in Lit/s ( A. 151.7 , B. 198.3 C. 167.2 , D. 175.1) b) Rate of flow of water in pipe 4 in Lit/s ( A. 151.7 , B. 198.3 C. 175.1 , D. 198.3)A circular orifice of 50 mmdiameter is fixed to the end of a water pipe of 75mm diameter. The gauge pressure in the pipe is70 kPa. The flow out of theorifice was measured as0.017 m^3/second. Theactual jet velocity wasmeasured by pitot tubewith a value of 12 m/s.a. Determine Cv, Cc and Cd.b. Calculate the head loss.