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Problem 1: Water at 0.3 MPa and 400°C is placed into a rigid wall container. It is allowed to cool to the ambient temperature of 25°C. Determine a. the required heat transfer in kJ/kg b. the final fluid state (pressure and phase)
Problem 2: Hydrogen gas at 1800K and 1.2 MPa enter a turbine and exhausts at 169.45 kPa. Determine a. the shat work in kJ/kg b. the mass flow rate required to produce a power output of 25 kW.
Problem 3: (This problem will require interpolation!) Refrigerant-12 enters a diffuser at 200 kPa and 20° C with a velocity of 120 m/s. The inlet flow area is 10 cm 2. The exit pressure is 250 kPa and the exit velocity is nonzero. Determine: a. the exit temperature b. the exit velocity c. the mass flow rate through the diffuser
a uniform solid sphere of radius r 0.480 m and mass m 17.0 kg turns counterclockwise about a vertical axis through
wind is blowing on a 55-gallon drum. estimate the wind speed needed to tip the drum over. work in si units. the mass of
find the isentropic and the second law efficiencies for a turbine. it receives steam at 3000 kpa 500c and has two exit
rod bde is partially guided by a roller at d which moves in a vertical track. knowing that the instant shown the
the velocity distribution over the surface of a sphere upstream of a separation point u1.5 usintheta where u is the
a copper-nickel alloy of composition 60 wt ni-40 wt cu is slowly heated from a temperature of 1000degc 2370degf. what
oil passes through a 5-m long 25-cm diameter circular pipe with a mass flow rate of 75 kgh. the oil enters the pipe at
methane is to be compressed from 0.05 mpa and -120degf to 5 mpa in a two-stage compressor. in between adiabatic
A 0.3-m diameter pipeline terminates in a nozzle of outlet diameter = 0.15 m. When water flows through this pipe at a rate of 0.25 m3 /s, the force required to hold the pipe (N) is most nearly.
A six-cylinder four-stroke engine operating at 3000 rpm produces 200 kW of total brake power. If the cylinder displacement is 1 L, determine (a) the net work output in kJ per cylinder per cycle, (b) the MEP and (c) the fuel consumption rate in kg/h. ..
the brakes of a car are applied causing it to slow down at a rate of 10 fts2. knowing that the car stops in 300 ft
Write a MATLAB program that takes an input of the stress state in 3D. The program should Create the stress tensor. Calculate the principal normal and shear stresses by solving the eigen value problem.
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