How to study the static friction coefficent

In summary, the static friction coefficient is a constant value that does not change. If the force exceeds the limit of static friction, it results in kinetic friction on a moving object. The coefficient of kinetic friction is typically less than that of static friction. While there are no known cases of the kinetic coefficient being greater than the static coefficient, some can be close in value. The role of static friction is to counteract any force acting along the surface, and its value can change depending on the need. If it is unable to remove the force's effect, kinetic friction will take over.
  • #1
elabed haidar
135
1
i need to know how to study the static friction coefficent like what happens if it exceeds its limit what happens why the least value of static coefficent is static
 
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  • #2
  • #3
Once you exceed the force of static friction can resist then you get kinetic friction. That is the friction on a moving object. Its coefficent is almost always less than static friction.
 
  • #4
Wait, kgbgru, are you telling me some kinetic coefficients can be more than their respective static ones?
 
  • #5
I have never seen one that is greater but some are quite close.
 
  • #6
That makes more sense. :)
 
  • #7
static friction tries to remove the effect of any force acting along the surface.
its value changes according to the need. if it cannot remove its effect then kinetic friction acts.
actually the force changes
 

1. What is static friction coefficient?

The static friction coefficient is a measure of the amount of force required to overcome the force of friction between two surfaces that are not in motion relative to each other. It is a dimensionless quantity, typically denoted by the symbol μs.

2. How is static friction coefficient determined?

To determine the static friction coefficient between two surfaces, an object is placed on a flat surface and a known force is applied in an attempt to move the object. The force is gradually increased until the object just begins to move. The applied force at this point is equal to the static friction force, and the coefficient of static friction can be calculated using the formula μs = Fmax/Fn, where Fmax is the maximum applied force and Fn is the normal force between the two surfaces.

3. What factors affect the static friction coefficient?

The static friction coefficient is affected by the nature of the two surfaces in contact, the roughness of the surfaces, and the amount of force pushing the surfaces together. It also depends on the surface area of contact and the presence of any lubricants or contaminants.

4. How does the static friction coefficient differ from the kinetic friction coefficient?

The static friction coefficient is typically higher than the kinetic friction coefficient. This is because it takes more force to overcome the initial resistance and set an object in motion than to keep it in motion. The static friction coefficient is also dependent on the surfaces in contact, while the kinetic friction coefficient remains relatively constant for a given combination of surfaces.

5. Why is the static friction coefficient important to study?

Understanding the static friction coefficient is important in many real-life situations, such as determining the force needed to move an object on a surface, designing structures to withstand forces, and ensuring the safety of machines and vehicles. It also helps in predicting the behavior of objects in different environments and optimizing their performance.

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