Dry surfaces
Well lubricated surfaces
With what material? Coefficient of friction is for two materials.
static usully greater then kinetic
When objects are at rest on each other (i.e. static friction) their microscopic irregularities can settle into each other - and can also form electrostatic bonds.
Over 9000!
This coefficient of static friction is needed to find the frictional force between a body and a surface on which body has to move. If u (mu) is the coefficient of friction then uR gives the frictional force between moving body and surface. There is no unit for coefficient of friction. Here R is reaction which equals to the weight of the body
The rougher a surface is, the higher the coefficient of static and kinetic friction will be.
static friction is higher in most cases, if you're talking about the coefficient of static or kinetic friction
With what material? Coefficient of friction is for two materials.
the slope of static friction & normal force represents "coefficient of friction' which is constant for a particular surface
The coefficient of static friction is always larger because it takes more initial force to move an object that is at rest.
static usully greater then kinetic
A higher coefficient of static friction increases the static frictional force. A greater normal force also does this.
simple one is: max friction = coefficient of static friction*normal force
When objects are at rest on each other (i.e. static friction) their microscopic irregularities can settle into each other - and can also form electrostatic bonds.
Over 9000!
This coefficient of static friction is needed to find the frictional force between a body and a surface on which body has to move. If u (mu) is the coefficient of friction then uR gives the frictional force between moving body and surface. There is no unit for coefficient of friction. Here R is reaction which equals to the weight of the body
Limiting friction is just the maximum static friction force (if you go over that point static friction becomes kinetic friction).Let f = frictional force,c = coefficient of frictionN = Normal forcefmax = cN = limiting frictionAlthough the term coefficient of limiting friction is not really used, I'd assume it would just be "c" (it's a coefficient after all). So they would be the same.If you meant is coefficient of friction the same as limiting friction, than the answer is no. Coefficient of friction is just the "c" in the equation. Limiting friction however is the product of the coefficient and the normal force.