Speed, energy, power and air resistance

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Patrick Pihl
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What is wrong here. If I double speed drag will be 4 times higher. The engine needs to put out approximately 4 times more power. Energy consumption will be 4 time higher for a specific time period. However if it is a fixed distance I will arrive in half the time an the energy consumption will therefore only double. Now if I look on the formula E=FxS (energy=Force x Distance) the force will be 4 times higher and therefore also the total energy needed. //Thanks
 
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Patrick Pihl said:
What is wrong here. If I double speed draft will be 4 times higher. The engine needs to put out approximately 4 times more power. Energy consumption will be 4 time higher for a specific time period.
No, power (energy over a specific time) is 8x higher. Drag is 4x higher, and speed is 2x higher (or time is 1/2 as long).
 
russ_watters said:
No, power (energy over a specific time) is 8x higher. Drag is 4x higher, and speed is 2x higher (or time is 1/2 as long).

Well, then it make sense. Not very intuitive (to me) that power increase that way in relation to drag.
 
the aerodynamic drag force is proportional to the square of the speed
power required is : ( aerodynamic drag force overcome (+ rolling resistance if you want) ) * speed

if fuel consumption is energy consumed, is this power * time ?
 
dean barry said:
the aerodynamic drag force is proportional to the square of the speed
power required is : ( aerodynamic drag force overcome (+ rolling resistance if you want) ) * speed

if fuel consumption is energy consumed, is this power * time ?
That's correct...if you also include engine efficiency.