Question

Temperatures of gases inside the combustion chamber of a four-stroke automobile engine can reach up to 1000 degree C. To remove this enormous amount of heat, the engine utilizes a dosed liquid-cooled system which relies on conduction to transfer heat from the engine block into the liquid and then into the atmosphere by flowing coolant around the outside surface of each cylinder. Assume you have a 5-cylinder engine, and each cylinder has a diameter of 9.75 cm and height of 11.3 cm and is 3.46 mm thick. The temperature on the inside of the cylinders is 185.0 degree C and the temperature outside, where the coolant passes, is 131.4 degree C. The temperature of the incoming liquid (a mixture of water and antifreeze) is maintained at 101.3 degree C. What volume flow rate of coolant would be required to cool this engine? Assume that the coolant reaches thermal equilibrium with the outer cylinder walls before exiting the engine. The specific heat of the coolant is 3.75 J/g middot degree C and its density is 1.070 times 10^3 kg/m^3. The cylinder walls have thermal conductivity of 1.10 times 10^2 W/m middot degree C. Assume that no heat passes through the ends of the cylinders. V/t = Number ________ cm^2/s

Answer 1