Question on Energy conservation - Car pushing on air column

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SUMMARY

The discussion focuses on calculating the power required for a car moving through air, specifically addressing the energy conservation principle. The car has an effective flow channel area of 3 m² and travels at 90 km/h, with the air velocity behind it measured at 82 km/h. The key equations involve determining the mass flow rate using the formula (A1V1)/specific volume and analyzing the change in kinetic energy of the air. The power required by the car is directly related to the energy change of the wind, emphasizing the importance of energy conservation in this context.

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Question on Energy conservation -- Car pushing on air column

Homework Statement


An automobile moving through the air causes the air velocity to decrease and fill a larger flow channel. An automobile has an effective flow channel area of 3 m^2. THe car is traveling at 90 k/h on a day when the barometric pressure is 75 cm of mercury and the temperature is 30 C. Behind the car, the air veloctiy is measured to be 82 km/h, and the temperature is 30 C. Determine the power required to move this car through the air and the effective flow channel behind the car?


Homework Equations



Here we need to find the mass flow rate through (A1V1)/specific volume and calculate the change in kinetic energy of the wind

The Attempt at a Solution


The only part I don't understand is how the power required by the car is equal to energy change of the wind and how the velocity of the wind initially is 90kmph?
 
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The only part I don't understand is how the power required by the car is equal to energy change of the wind
Neglecting other losses, this is just energy conservation.
and how the velocity of the wind initially is 90kmph?
As seen by the car, what else do you expect?
 

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