art Il: Power Cycles & Fluid Assume an Otto cycle with compression ratio of CR = 9 1. The intake air is at 100kPa, 20°C, and the volume of the chamber is 500cm prior to the compression stroke. The...


art Il: Power Cycles & Fluid<br>Assume an Otto cycle with compression ratio of<br>CR = 9 1. The intake air is at 100kPa, 20°C, and the volume<br>of the chamber is 500cm prior to the compression stroke. The<br>temperature at the end of the adiabatic expansion is T.<br>800K. If air specific heat capacity at constant pressure of air at<br>atmospheric pressure and room temperature is c<br>1.01KJ/kgK Specific heat capacity at constant volume of air at<br>atmospheric pressure and room temperature:<br>Cy = 0.718KJ/kgK<br>Calculate:<br>(i)<br>the mass of the intake air<br>(ii)<br>the temperature T3,<br>(iii)<br>the pressure pa,<br>(iv)<br>the amount of heat added by burning fuel-air mixture<br>(v)<br>the thermal efficiency of the cycle;B<br>(vi)<br>the mean effective pressure (MEP).<br>

Extracted text: art Il: Power Cycles & Fluid Assume an Otto cycle with compression ratio of CR = 9 1. The intake air is at 100kPa, 20°C, and the volume of the chamber is 500cm prior to the compression stroke. The temperature at the end of the adiabatic expansion is T. 800K. If air specific heat capacity at constant pressure of air at atmospheric pressure and room temperature is c 1.01KJ/kgK Specific heat capacity at constant volume of air at atmospheric pressure and room temperature: Cy = 0.718KJ/kgK Calculate: (i) the mass of the intake air (ii) the temperature T3, (iii) the pressure pa, (iv) the amount of heat added by burning fuel-air mixture (v) the thermal efficiency of the cycle;B (vi) the mean effective pressure (MEP).

Jun 11, 2022
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