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Expert solve the given problem in python please. Tell me what exactly information you need Results printed from rankine - main C:UsersDelahoussaye Anaconda3python.exe D:/Users/Dela/Documents/Drop 40.

Expert solve the given problem in python please. Tell me what exactly information you need

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Results printed from rankine - main C:\Users\Delahoussaye Anaconda3\python.exe "D:/Users/Dela/Documents/Drop 40. 02058871791347 37.08572627068928 Part 2: Note: steam-stem.py and rankine-stem.py have been written an uploaded to Canvas for your use. You will be writing three python files steam.py, rankine.py and test rankine.py used to analyze two different Rankine power cycles: i) p.high=8000kPa, Palow=8kPa, x:=1 (ie., saturated vapor entering turbine) ii) same as 1) except that T =1.7. Ti.e., superheated steam into the turbine). In both cases, the turbine and pump operated isentropically The file test_rankine.py should import from rankine.py and instantiate two different rankine objects with the properties as specified above. The calculate the cycle efficiencies and output a report for each cycle. Cycle Summary for: Rankine Cycle - Saturated at turbine inlet Efficiency: 37.086% Turbine Work: 963.722% Pump Work: 8.059% Heat Added: 2576.901% p_high T A 4s Name: Turbine Inlet Region: saturated P- 8000.00 kPa T. 294.9 degrees h - 2758.32 kJ/kg $ 5.7455 kJ/(kg K) V - 0.023660 m^3/kg x. 1.2009 2s S Name: Turbine Exit Region: saturated p. 8.00 kPa T. 41.4 degrees n. 1794.68 kJ/kg s. 5.7455 kJ/(kg K) V - 12.368434 m^3/kg x = 0.6748 Name: Pump Inlet Region: saturated p. 8.00 kPa T.41.4 degrees C n. 173.36 kJ/kg 5.0.5909 kJ/(kg ) V 0.001088 m^3/kg x = 0.0000 Name: Pump Exit P - 8000.00 kPa h. 181.42 kJ/kg Results printed from rankine - main C:\Users\Delahoussaye Anaconda3\python.exe "D:/Users/Dela/Documents/Drop 40. 02058871791347 37.08572627068928 Part 2: Note: steam-stem.py and rankine-stem.py have been written an uploaded to Canvas for your use. You will be writing three python files steam.py, rankine.py and test rankine.py used to analyze two different Rankine power cycles: i) p.high=8000kPa, Palow=8kPa, x:=1 (ie., saturated vapor entering turbine) ii) same as 1) except that T =1.7. Ti.e., superheated steam into the turbine). In both cases, the turbine and pump operated isentropically The file test_rankine.py should import from rankine.py and instantiate two different rankine objects with the properties as specified above. The calculate the cycle efficiencies and output a report for each cycle. Cycle Summary for: Rankine Cycle - Saturated at turbine inlet Efficiency: 37.086% Turbine Work: 963.722% Pump Work: 8.059% Heat Added: 2576.901% p_high T A 4s Name: Turbine Inlet Region: saturated P- 8000.00 kPa T. 294.9 degrees h - 2758.32 kJ/kg $ 5.7455 kJ/(kg K) V - 0.023660 m^3/kg x. 1.2009 2s S Name: Turbine Exit Region: saturated p. 8.00 kPa T. 41.4 degrees n. 1794.68 kJ/kg s. 5.7455 kJ/(kg K) V - 12.368434 m^3/kg x = 0.6748 Name: Pump Inlet Region: saturated p. 8.00 kPa T.41.4 degrees C n. 173.36 kJ/kg 5.0.5909 kJ/(kg ) V 0.001088 m^3/kg x = 0.0000 Name: Pump Exit P - 8000.00 kPa h. 181.42 kJ/kg

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