# rps20191026_220558.jpg - The conservation of mass applied...

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Unformatted text preview: The conservation of mass applied to the tank givees dm - min dt while the first lave gives Q = d ( mu ) _ R dm at Employing the ideal gas equation of state and using constant specific heats expands this result to Q = V CV d P - CPT2 V dP R dt RT at using the temperature Relation across the complexsor form and multiplying by dt Puts this result in the 8 d t = V C v d p - C p T , / P ] (* + / /K V JP R PI RT when this integrated , it yields / i f f stands for initial f final states ) Q = V ( v / P Q - P i ) - K Cp V | Pp / Pf ) (pi - Pi R 2 K - IRL 0- 5 X 10 ) ( 0. 718) / 600-100) - 104 ( 1005) (5* 10 ) 1600 - 10 0. 287 2 ( 1 - 4 ) - 1 0 . 287 100 Q = - 6 . 0 1 7 x 108 KJ / The negative sign shows that heat is transferted from the tank)...
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