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A frictionless piston cylinder device with a set of stops contains .5m^3 of saturated H2O vapor at 200 kPa. At this state, the piston rests on the stops and the piston mass is such that a pressure of 300 kPa is required to move it. Heat is transfered to the H2O until its volume doubles.
a) determine the final temp
b) calculate the sign and magnitude of work done and heat transfer in this process.
a particular house wall consists of three layers and has a surface area of 30 m2. the inside layer is 10 mm thick and
a rankine cycle operates between pressure limits of 500 and 2 psia. the temperature of the steam entering the turbine
if a piping system is designed and sized for a uniform pressure loss of 4 psi per 100 feet of piping and the
Using a centrifugal pump, and a flow rate of 60 gal/min, calculate the break hp of the pump using water with a density of 62.4lbm/ft3 and do the same for a nonviscous liquid having a density of 0.85g/cm3.
calculate the incidence it of the tailplane for trim if the elevator deflection e is zero. ii calculate the neutral
If the truck starts from rest when xD is zero, and moves forward with a constant acceleration of aD = 5 m/s2, determine the speed of the block at the instant xD = 3 m.
using the compressibility chart determine the volume in m3 occupied by 20 kg of hydrogen h2 at 11.55 atm and -364 degf.
Calculate the concentration of vacancies in Pb at its melting temperature of 327oC. Assume an energy for vacancy formation of 0.55 eV/atom. Lead has an atomic weight of 207.2 g/mol and a density of 11.35 g/cm3.
how do i calculate the rate of change of heat with the cylinder, and the vertical temperature distribution along the cylinder's wall.
a gas is contained in a vertical frictionless pixton-cylinder. the piston m 10 kg a- 7.5 x 10-3 m2 is attached to a
a rigid chamber contains 100 kg of water at 500 kpa 100 c. a paddle wheel stirs the water at 1000 rpm with a torque of
determine the expressions for attractive and repulsive energies, EA and ER as a functions of r where r is in nm and E is in eV.
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