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A second piece, with mass 7.60×10^5 kg, continues forward at 1.00×106. What is the speed of the third piece?
Water is the working fluid in an ideal regenerative Rankine cycle. Determine for the cycle amount of steam extracted to the open feed heater.
If the quality at the exit of the second turbine is 90%, determine pressure and quality or temperature of steam exits the first-stage turbine and the cycle thermal efficiency.
The condenser pressure is 8 kPa. The mass flow rate of steam entering the turbine is 120 kg/s. determine for the cycle the thermal efficiency.
Determine for the cycle rate of heat transfer from working fluid passing through the condenser to the cooling water, in kJ per kg of steam flowing.
Raw material in shovel cost and it sells for 4.00. what is the optimal number of process for one operator low unit cost? Draw work machine chart for this situation.
What is the optimal number of machines that can be assigned to the operator to produce the widget at low cost? Draw work machine chart.
At what car speed will resonant vibration of the wheel occur? What would the amplitude of the motion be when the car's speed is 130 km/h?
Find the reliability if the tool is replaced every (i) day; (ii) two days; (iii) three days. Find R(1), R(2), and R(5). Determine the probability that the cutting tool will last one more day given it
What is the reliability if the part is to be used for 210 hr and then replaced? Determine the design life if no more than a 1 percent probability of failure prior to replacement is to be tolerated.
A 1.41 kg steel part whose temperature is 1000oC is dropped into an open, insulated vat containing 35.4 kg of water whose temperature is 15oC. What is the change in the internal energy of the part?
During the process a paddle wheel within the tank is turned with a constant torque of 0.6 Nm for 30 revolutions (n=300). If the system contains 0.10 kg, compute the required heat transfer.
Using your Taylor tool life equation, compute the tool life that corresponds to a cutting speed of 510 ft/min, compute the cutting speed that corresponds to a tool life of 1 hour.
Determine the time needed to make one pass across the surface, the maximum material removal rate during the cut.
The water is heated to 160°C at constant volume and is then expanded isothermally to saturated vapor. Determine the total heat transfer for the process, in kJ.
Using a uniform mesh size delta_x = delta_y = 10 cm, determine (a) the finite difference equations and (b) the nodal temperatures.
Derive the differential equation to find the mole fraction of A in the cylinder as a function of radial position. Solve the differential equation to find the mole fraction of A as a function of posi
Consider a sphere of porous material of radius R surrounded by a gas having mole fraction XA0 (or, if you prefer, CA0) the bulk of the gas. Write the boundary conditions necessary to solve the probl
Derive the differential equation that when solved will give the mole fraction of gas A (XA) [or the concentration of gas A, CA] at steady state as a function of radial position in the sphere.
Determine (a) the final temperature, in Farenheit, and final pressure, in lbf/in^2, and (b) the work and heat transfer, each in btu/lb.
At the end of the compression stroke the air is at 800 K and 4280 kPa absolute. What is the work done by the piston on the air during the compression stroke?
Consider a piston-cylinder assembly containing 0.14 kg of air initially at a pressure of 350 kPa. Sketch the process on a P-V diagram and calculate the amount of heat added during the process.
What value(s) of the initial angle (theta) will cause the ball to pass through the center of the rim? Neglect clearance considerations as the ball passes over the from portion of the rim.
Calculate the thermal efficiency and the net power developed, in horsepower, if the turbine and the compressor isentropic efficiencies are each 100%.
Find the fraction y of the steam extracted to the open feedwater heater. Find the cycle thermal efficiency and the power output in MW of if the steam mass flow rate is 5x10^6lbm per hour.