Calculating Static Coefficient of Friction: Mass & Angle

In summary, the conversation discussed the calculation of the static coefficient of friction using the formula tan(\theta) = \mu. The coefficient of friction, represented by \mu, is the maximum angle an object can be on a slope without slipping. The person asking the question did not understand the initial equation and clarified that it was supposed to be a tan theta equation. They then received a sarcastic response and further clarification on the purpose of the equation. The conversation ended with a remark that the person did not ask for the solution, but rather for clarification on the formula.
  • #1
Trogdor
8
3
How do I calculate the static coefficient of friction using the equation tanè = µ when I only have the mass and angle?
 
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  • #2
that was suppose to be a tan theta thing but it came out as a funky e. just to clear that up so u not confuzzled
 
  • #3
You just said how

[tex]\mu = tan(\theta)[/tex]

[tex]\mu[/tex] is the coefficient of friction. [tex]\theta[/tex] is the MAXIMUM angle an object can be on a slope without slipping.

I could prove it for you but I really do not want to do that right now.
 
  • #4
thanks that reeaaallllyyyyy helps <--- sarcasm
 
  • #5
Just curious, but why did you ask how to do it then post how to do it?
 
  • #6
I didnt, you boob
 

FAQ: Calculating Static Coefficient of Friction: Mass & Angle

What is the static coefficient of friction?

The static coefficient of friction is a measure of the amount of friction between two surfaces that are not moving relative to each other.

How is the static coefficient of friction calculated?

The static coefficient of friction is calculated by dividing the maximum force of static friction by the normal force between two surfaces.

What is the relationship between mass and the static coefficient of friction?

The mass of an object has no direct effect on the static coefficient of friction. However, an increase in mass may result in an increase in the normal force, which can affect the overall value of the static coefficient of friction.

How does the angle of the surface affect the static coefficient of friction?

The angle of the surface can greatly affect the static coefficient of friction. As the angle increases, the normal force decreases, resulting in a decrease in the static coefficient of friction.

Why is it important to calculate the static coefficient of friction?

Calculating the static coefficient of friction is important because it helps us understand how much force is needed to keep an object from sliding or moving on a surface. This information is essential for designing and engineering structures and objects that need to maintain stability and avoid slipping.

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