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Problems Involving Drag
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The resistive force due to motion through a fluid
Drag The resistive force due to motion through a fluid
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Low Speed/Small Object
Where c is a constant
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Low Speed/Small Object Terminal Velocity
An object falling through a fluid will reach a terminal velocity when the weight of the object equals the drag force.
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Low speed/Small Object Differential Equation
Which has a solution of the form if the object starts from rest and the general form of the equation is
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As t ∞, v vt so So the form of the solution is
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Low speed/Small Object Acceleration
The acceleration is found by taking the derivative of the velocity function
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High Speed/Large Object
Where c is a constant The differential equation for this case is
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High Speed/Large Object Terminal Velocity
where CD is the drag coefficient, ρ is the density of the fluid and A is the cross sectional area of the object
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High Speed/Large Object Terminal Velocity
for a sphere , and
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