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An internal combustion engine operates using an ideal gas with Cp 35 It operates using Brayton cycle with a minimum temperature of тol-K 350 K and an exhaust temperature of 800 K. The minimum pressure of the cycle is 150 kPa and the compression pressure ratio is 12:1. Refer to the TS diagram below.

An internal combustion engine operates using an ideal gas with Cp 35 It operates using Brayton cycle with a minimum temperature of тol-K 350 K and an exhaust temperature of 800 K. The minimum pressure of the cycle is 150 kPa and the compression pressure ratio is 12:1. Refer to the TS diagram below.

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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An internal combustion engine operates using an ideal gas with Cp 35- mol-K It operates using Brayton cycle with a minimum temperature of 350 K and an exhaust temperature of 800 K. The minimum pressure of the cycle is 150 kPa and the compression pressure ratio is 12:1. Refer to the TS diagram below. T 3' 3 3 P = constant 2. P = constant 1 1 to 2: Compressor 2 to 3: Heat Exchange (Heating) 3 to 4 (Exhaust) : Turbine 4 (Exhaust) to 1: Heat Exchange (Cooling) 2' a. Determine the efficiency of the cycle b. Determine the power output of the Brayton Cycle c. Sketch the Brayton cycle, showing the state properties T) in the diagram and the energy flows
Transcribed Image Text:An internal combustion engine operates using an ideal gas with Cp 35- mol-K It operates using Brayton cycle with a minimum temperature of 350 K and an exhaust temperature of 800 K. The minimum pressure of the cycle is 150 kPa and the compression pressure ratio is 12:1. Refer to the TS diagram below. T 3' 3 3 P = constant 2. P = constant 1 1 to 2: Compressor 2 to 3: Heat Exchange (Heating) 3 to 4 (Exhaust) : Turbine 4 (Exhaust) to 1: Heat Exchange (Cooling) 2' a. Determine the efficiency of the cycle b. Determine the power output of the Brayton Cycle c. Sketch the Brayton cycle, showing the state properties T) in the diagram and the energy flows
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