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a) Prove using the increse in entropy principle that the maximum thermal efficiency for any heat engine is the Carnot efficiency.
b) Using the Tds equations to show that the polytropic exponent of an ideal gas undergoing an isentropic process is k( the ratio of specific heats).
a power plant generates 150 mw of electrical power. it uses a supply of 1000 mw from a geothermal source and rejects
in a rankine cycle steam leaves the boiler at 400 celsius and 5mpa. the condenser pressure is 0.01mpa. the water
a simple ideal rankine cycle with water as the working fluid operates between the pressure limits of 3 mpa in the
two forces each of magnitude p are applied to the wrench. the diameter of the steel shaft ab is 15mm. determine the
an axial turbine of high hub-tip ratio runs with zero degree reaction and peak efficiency at design flow and speed. the
two tanks are connected by a valve. tank a contains air at 200 kpa volume of a 0.5 m3 and temperature of a 30oc. tank
air at 80 degrees fahrenheit and 80 percent relative humidity is cooled to 51 degrees fahrenheit at a constant pressure
solution of oblique-angled triangle all threesides known two side at 7.5 in. and base at .3437 in. what are the angles ?
an ideal gas undergoes two processes in a piston cylinder device from 1-2 a polvtropic compression from t1 and p1 with
a temperature measurement device with a time constant of 0.15 seconds outputs a voltage that is linearly proportional
A fireclay brick cube, 10 cm in length is removed from a furnace where it was maintained at a temperature of 500 degrees C. The brick cube is then placed in ambient temperature conditions.
gallium arsenide gaas and gallium phosphide gap both have the zinc blende crystal structure and are soluble in one
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