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- 8.. An air blower is to deliver 40,000 ft3 /min. Two U-tube gages measure suction and discharge pressures. The suction gage reads a negative 2′′ of water. The discharge gage, located 3 ft above the point to which the suction gage is attached, reads +3′′ of water. The discharge and suction ducts are of equal diameter. What size motor should be used to drive the blower if the overall efficiency is 68% (γ = 0.0750 lb/ft3 for air)? indicate free body diagramThe following particulars apply to an inclined belt conveyor: Length of conveyor (loading end to discharge end): 100 mSpeed of belt: 1,5 m/sAngle of wrap around driving pulley: 220 degreesCoefficient of friction between belt and driving pulley: 0,3 Mass of rock conveyed (mass flow rate): 300 t/hThe discharge end is 22 m higher than the loading end. The total friction is equivalent to a force of 6,5 kN in the belt at the head pulley. The efficiency of the drive is 90%. 4.2.1 Calculate the power of the motor. 4.2.2 Calculate the minimum tension in the slack side of the belt as it leaves the driving pulleyGiven the lifting table shown below , The diameter of the plunger DP 8 cm.The ram diameter DR 48 cm , The efficiency is 100 %, The stroke of the plunger is 18 cm. The ram has to raise a load F2 = 2 kN. Find : a) the force F1 exerted on the plunger b) the number of strokes needed to raise the load given above by a distance of 10 cm c) the volume of oil pumped if the load moves by 20 cm ( using plunger force in a ) d) What will be the new diameter of the ram piston if the new load force is 16 times the force exerted in the plunger the diameter of the plunger is kept to 8cm .
- Given the sketch below, the diameter of the plunger Dp = 8 cm, the ram diameter is Dr = 48 cm. The efficiency is 100%, the stroke of the plunger is 18 cm. The ram has to raise a load F2 = 2 kN. Find: D) The new diameter of the ram piston if the new load force is 16 times the force exerted in the plunger, the diameter of the plunger is kept to 8 cm.What is the engine bore (in mm) required for good volumetric efficiency for an engine with two inlet and two exhaust valves, stroke of 90 mm, inlet air temperature of 332 K, exhaust temperature of 900 K, engine speed of 8200 rpm and exhaust valve diameter Assume specific heat ratio =1.3, R = 287 J/kg.K, and an average inlet flow coefficient 0.4 and an average exhaust flow coefficient 0.5. mm (each). Select one: O a. 96.57 O b. 70.23 O c. 105.2 O d. 91.05 O e. 82.71HANDWRITTEN AND FINAL ANSWER MUST BE IN ENGLISH UNITS. Show solution. An experimental gas turbine engine is under development to increase its mechanical efficiency. It has a turbine efficiency of 95% and compressor efficiency of 85%. The following parameters are provided: P1 = 550 kPa, T1 = 25 deg C, rp = 5.5, T3 = 1450 deg C, Wnet = 5500 kW. Compute for the (a) flow rate and (b) mean effective pressure. Consider Ethane as your working fluid.
- The following data were obtained during a test of six cylinder otto cycle engine. Speed 2000 rpm, bore 3.5 in stroke 3.75 in, specific fuel consumption base on brake hp.66 lbs. / bhp-hr, brake arm 1.05 ft. HHV of fuel 20000 Btu/lb, Brake Torque 133 ft-lb, friction torque 40 ft-lb room temperature 90 F. barometric pressure 14.7 psia Find:a.) BHP=b.) BMEP=c.) IMEP=d.) IHP=e.) BRAKE THERMAL EFFICIENCY=f.) INDICATED THERMAL EFFICIENCY=If polytropic efficiency and is equal to 87%and 1.4 respectively the value of index 'n' will be equal.Energy balance results (in kW) obtained for the same medium speed single cylinder diesel engine are reported in the following table. For case 1, if the coolant temperature is 105 °C at the outlet of the engine and the volumetric flow rate is 0.22*10-3 m3/s, the temperature of the coolant at the inlet is (in °C): (The coolant is considered water with a density 999 kg/m3 and a specific heat 4.2 k/kg.K). Case N (rpm) bmep (bar) W. O ambient Q ahast shaft 2.2 4.2 19.1 60.3 9.90 3.52 1 500 7.1 24.5 23.8 500 6.1 3.6 5.2 400 3.50 4.9 4.1 1.4 Select one: O a. 142.1 O b. 112.7 O c. 97.31 O d. 87.2 O e. 370.31
- Initial condition: P = 0.7 MPax = 96 %Process: ThrottlingFinal condition: P = 0.35 MPaRequired: ΔsA multi-blades wind machine has power coefficient Cp 1A-0.5 A2 where A is the tip speed ratio. The rotor rotational speed w 1 (radec) and air density p= 1.2 kg/m³. a. Find Cp,max b. Find the required rotor radius R (m) in order to produce design Power P = 5042.1 ft (W): c. Find produced Power (W) for the same w, given Rotor Radius R = 6 (m) and wind speed V = 3 (m/s), assuming given wind speed is less than the design wind speed and more than the cut-in wind speed:Calculate the use factor in decimal form for at least two decimal point of a power plant if the capacity factor is 35% and it operates 8000 hrs during the year?