Question #210627

Steam enters a converging-diverging nozzle operating at steady state with P1= 40 bar. T1= 400°C, and a velocity of 10 m/s. The steam flows through the nozzle with negligible heat transfer and no significant change in potential energy. At the exit, P2= 15 bar, and the velocity is 665 m/s. The mass now rate is 2 kg/s. Determine the exit area of the nozzle in m2.


Expert's answer


Apply the steady state energy balance between (1) and (2) gives




Table of steam properties



The exit area is then;

A2=mv2V2=(2kg)(0.1628m3/kg)665m/s=4.9×104 m2A_2 = \dfrac{ mv_2}{ V_2} = \dfrac{(2 kg)(0.1628 m³ /kg)}{ 665 m/s} = 4.9×10 ^{-4}\ m ^2

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