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100 kg of a certain gas is contained within a piston-cylinder assembly. the gas undergoes a processwhich the pressure volume relationship is (PV)^n = constant. The initial pressure is 6 bars, the initial volume is 0.2 cubic meters ,and final volume is 0.4 cubic meters. the change is specific internal energy of the gas is -10.5 KJ/Kg. determine the following factors ( Hints: KE=PE=0, 1bar=100,000 N/sq.m, 1KJ=1000N.m, 1N= 1Kg.m/sq.sec, W = (p1v1)ln(v2/v1), or W= (p2v2-p1v1)/(1-n) )
(a)find the final pressure in bar for n=2.5
(b) Find the work in KJ for n=2.5
(c) find the work in KJ for n=1
(d) find the net heat transfer for the process for n=2.5 in KJ
(e) sketch the P-V diagram for work done by at n=2.5
X1 and X2 are two independent Gaussian random variables each with mean zero and unit variance.
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A simple low-pass discrete-time filter is characterized by the following linear difference equation: y[n] = f y[n-1] +(1- f) x[n] , with 0 1 Draw and clearly label an adder-gain-delay diagram for the filter. using the same difference equation from a..
A Gaussian random process having a mean value of 2 and a variance of 4 is passed through an ideal half-wave rectifier. a) Let Xp (t) represent the random process at the output of the half-wave rectifier
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