Solve Thermodynamics Problem: Determining Exit Temp & Velocity

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To determine the exit temperature and velocity of a gas flowing through a nozzle, the exit temperature can be calculated using the relation T2/T1 = (P2/P1)^[(n-1)/n], resulting in a known exit temperature. The next step involves finding the exit velocity, which can be approached using the steady flow energy equation, although initial attempts were unsuccessful. The steady flow energy equation is indeed applicable for this scenario and should yield the exit velocity when applied correctly. Clarification on the specific issues encountered with the energy equation may help resolve the difficulties. Proper application of these thermodynamic principles will lead to the desired results.
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A nozzle is supplied with steady gas stream at temperature = 800K and pressure = 300kN/m^2. If the gas expans adiabatically through the nozzle to a pressure of 158kN/m^2 following the law Pv^1.4 = constant, determine the exit temperature and velocity of the gas flow.


I've already found the exit temperature using:

T2/T1 = (P2/P1)^[(n-1)/n]

so how would i go about finding the exit velocity? I tried using the steady flow energy equation but to no avail.
 
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bill nye scienceguy! said:
I tried using the steady flow energy equation but to no avail.

Why not? I think that the steady flow energy equation will give you the answer.
 
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