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Concept of Force

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Estimated time: 11 minutes
CBSE: Class 12

Definition: Force

The push or pull which, when applied on an object, changes or tends to change (i) the state of rest, (ii) the state of uniform motion, or (iii) the shape and size of the object, measured in newton with dimension [MLT⁻²], is called Force.

CBSE: Class 12

Definition: Contact Force

The force which acts through direct physical contact between two objects, such as Frictional Force, Tensional Force, Normal Force, Air Resistance Force, Applied Force, and Spring Force, is called Contact Force.

CBSE: Class 12

Definition: Long Range (Non-contact) Force

The force which can act over distances without any physical contact between objects, such as Gravitational Force, Electrical Force, and Magnetic Force, is called Long Range or Non-contact Force.

CBSE: Class 12

Definition: Net Force

The vector sum of all forces acting on an object is called Net Force.

CBSE: Class 12

Definition: Gravity Force

The force of gravity on Earth which is always equal to the weight of the body, expressed as Fgrav = mg where g = 9.8 m/s2, is called Gravity Force.

CBSE: Class 12

Definition: Friction Force

The force which is exerted by a surface on a moving object or on an object making an effort to move, expressed as Ff = μ × FN where μ is the coefficient of friction, is called Friction Force.

CBSE: Class 12

Definition: Normal Force

The support force exerted perpendicularly by a surface on an object in contact with it is called the normal force.

CBSE: Class 12

Definition: Applied Force

The force which is applied to an object by a person or another object is called applied Force.

CBSE: Class 12

Definition: Tension Force

The force transmitted by a string, rope, or wire when pulled tightly by forces acting from its ends, whose magnitude is the same everywhere in the rope, is called tension Force.

CBSE: Class 12

Definition: Spring Force

The force exerted by a compressed or stretched spring upon or by an object, expressed as Fspring = −kx (Hooke's Law), is called spring Force.

CBSE: Class 12

Formula: Tension Force

For two masses m₁ and m₂ connected by a string over a pulley:

  1. Acceleration: a = \[\frac{(m_1-m_2)}{m_1+m_2}\] × g

  2. Tension: T = \[\frac{2m_1m_2}{m_1+m_2}\] × g

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