Assuming that the air density, object profile and AoA is the same, the drag quadruples. This is because drag is a function of Velocity ².
Let drag D = (const) * V² where the constant is 0.5*density*area*Coefficient of Drag and V is the velocity.
Doubling V
D= (const) * (2*V)²
or D= (const) * 4V² which 4 times the earlier drag.
2007-05-23 07:01:09
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answer #1
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answered by ? 6
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The drag is proportional to the velocity squared so if you double the velocity, the drag goes up by a factor of 4
2007-05-23 11:00:31
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answer #2
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answered by kdesky3 2
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All other variables being equal, it depends on the shape of the object.
A ball for example, because of the air pressure envelope in front of it and the vortex behind it, would incrementally increase drag much greater than a pointed object such as an arrowhead.
2007-05-23 11:03:21
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answer #3
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answered by Perplexed 5
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It depends on the object. For very small objects moving slowly through a fluid (e.g. drops of oil from an atomizer), the drag is proportional to speed. For lager objects moving quickly (e.g. a cannonball or a car), the drag is proportional to the square of the speed.
2007-05-23 11:53:12
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answer #4
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answered by dragonlord182 2
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The drag goes as the square of the velocity
2007-05-23 10:58:33
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answer #5
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answered by Gene 7
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the drag also become double.
but aerodynamic can change this value..
it all depends on how easily the air around the object travels..
2007-05-23 11:03:47
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answer #6
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answered by kish 2
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If the object is moving in a vacuum, there is no drag.
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2007-05-23 12:33:00
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answer #7
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answered by Anonymous
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