Friction

When a solid body slides over a stationary solid body, a force is exerted at the surface of contact by the stationary body on the moving body. This force is called as the force of friction and is always acting in the direction opposite to the direction of motion. Friction is a property of the bodies by virtue of which a force is exerted by a stationary body on the moving body to resist the motion of the moving body. Friction acts parallel to the surface of contact and depends on the nature of surface of contact.

The different contact surfaces are i) dry ii) partially lubricated (greasy) iii) completely lubricated (film lubricated).

Force of friction should be reduced or increased. Reducing the force of friction is needed when the power transmitted is partially lost due to friction, the friction must be reduced by using lubricated surfaces.

Terminology

Fig 1 Solid body on horizontal surface

Consider a solid body placed on a horizontal plane surface.

W = Weight of body acting through centre of gravity downward,

R = Normal reaction of body acting through centre of gravity upward,

P = Force acting on the body through centre of gravity parallel to the horizontal surface

if the force P is small , the body will not move as the force of friction F acting on the body in the opposite direction of force P will be more than P. But if the force P is increased at some point when the solid body is on the point of motion.

Limiting force of friction

At that point force of friction F acting on the body is called limiting force of friction. Limiting force of friction is denoted by F.

By resolving the horizontal and vertical forces acting on the body we get R = W and F = P

Kinetic Friction

if the force P is increased further the body will start moving. The force of friction acting on the body, when the body is moving is called Kinetic Friction.

Coefficient of Friction (μ)

$\mu ={\frac {Limiting\ force\ of\ friction}{Normal\ reaction}}={\frac {F}{R}}$

Hence F = μR ........................ (1)

Ange of Friction (Φ)

Fig 2. Angle of Friction

Angle of friction is the angle made by the resultant of the normal reaction (R) and the limiting force of Friction (F) with the normal reaction (R) which is denoted by Φ. Fig 2. shows a solid body resting on a rough horizontal plane.

Let S is the resultant of normal reaction (R) and limiting force of Friction (F)

Angle of friction (Φ) = angle between S & R

$tan\Phi ={\frac {F}{R}}={\frac {\mu R}{R}}$ since F = μR from (1)

$tan\Phi =\mu$ ...........(2)

So the tangent of the angle of friction is equal to the coefficient of friction.

Types of Friction

Based on the nature of two surfaces in contact friction is classified as

• Static Friction - Two surfaces are in contact and at rest , the force experienced by one surface is called Static Friction.
• Dynamic Friction - One surface starts moving while the other is at rest , the force experience by the moving surface is called Dynamic Friction.

Based on the conditions of surfaces friction is classified as

• Dry Friction - The friction that exists between the two surfaces when no lubricant is used is called Dry Friction. It is further classified as
  1. Solid Friction - When the two surfaces have sliding motion relative to each other , then the friction between the two surfaces is known as Solid Friction. Ex: friction occurring when we push a wooden box on the floor
  2. Rolling Friction - When one surface is rolling over another surface, then the friction between the two surfaces is known as Rolling Friction. Ex : friction between ball and roller bearing
• Greasy Friction - When the two surfaces in contact have a very thin layer of lubricant between them, the friction between those surfaces
• Viscous Friction -

See Also

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