Understanding Fluid Resistance: The Relationship Between Drag Force and Objects

AI Thread Summary
The discussion centers on the relationship between drag force and an object's velocity in fluid dynamics. Drag force is directly proportional to the square of the velocity, expressed by the formula Drag = C * V^2, where C is a constant. The more specific formula used is Drag = 1/2 CpAv^2, with C as the drag coefficient, p representing fluid density, and A as the effective cross-sectional area. The constant C is determined based on the fluid and object characteristics. Understanding these relationships is crucial for accurately calculating drag forces in various applications.
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Is there any relationship (formula) that can determine the force of drag to an object. thanks in advance.
 
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Drag is directly proportional to velocity squared. Hence Drag=C * V^2 where c is a constant and v is the velocity of the body relative to the fluid. The usual form is Drag=1/2 CpAv^2. Where C is the drag coefficient, p is the Greek letter rho representing the density of the fluid and A the effective cross sectional area.

Note: Before just asking for a formula try google or wikipedia in future.
 
ok thanks hmm c, i have my doubts about it being the speed of light what constant is it?
 
c would be the constant of proportionality. eg. if y directly varies with x then the relationship between y and x will be y=kx; Where k is a constant whose value is determined to fit a set of data.

http://www.purplemath.com/modules/variatn.htm

In the case above the constant will take the form 1/2 CpA which will be determined by the fluid and object.
 
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