What is the Equation for Force of Friction?

AI Thread Summary
The equation for the force of friction is commonly expressed as F_f = μN, where μ is the coefficient of friction and N is the normal force. On a horizontal surface, the normal force equals the weight of the object (mg), leading to F_f = μmg. When considering inclined surfaces, the equation adjusts to include the angle, resulting in F_f = μmg cos(α). The discussion emphasizes that the force of friction varies depending on the circumstances, such as whether the object is on a flat or inclined surface. Understanding these equations is crucial for accurately calculating frictional forces in different scenarios.
paigegail
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I think the reason that my problems have arisen is because of my equation for the force of friction. I have

Ff= ucosAngle

That right?
 
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The force due to friction:

F = \mu N = \mu m g

Where \mu is the coefficient of friction (either static of kinetic), and N is the normal force. On a horizontal plane, the normal force is just the weight of the object, which is mg.

- Warren
 
And to include the angle;
<br /> F_f=\mu mg cos \alpha<br />
 
It is the limiting force of friction or say max friction force exerted and f force due to friction depends on the circumstance

For eg moving on a plane surface Chroots Ans is correct and in case if body is on inclined surface Kishtiks Ans is correct
 
Originally posted by himanshu121
For eg moving on a plane surface Chroots Ans is correct and in case if body is on inclined surface Kishtiks Ans is correct
I love my equation. What is the angle for a plane surface? 0? Then what is cos0? 1? Then what is 1.mu mg? mu mg? Are the two eqs the same?:smile:
 
Originally posted by himanshu121
It is the limiting force of friction or say max friction force exerted and f force due to friction depends on the circumstance

For eg moving on a plane surface Chroots Ans is correct and in case if body is on inclined surface Kishtiks Ans is correct

lol rofl same eq man.
 
It is not same equation

It is the case of the equation under the given conditions only

The force of friction is the force that resists the relative motion of two surfaces in contact. The force of friction is the force that resists the relative motion of two surfaces in contact. ...
 
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