मराठी

Collisions - Elastic and Inelastic Collisions

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Topics

  • Introduction
  • Definition: Collision
  • Definition: Elastic Collision
  • Definition: Inelastic Collision
  • Formula: Collision
  • Definition: Elastic Collision
  • Formula: Inelastic Collision
  • Characteristics
Maharashtra State Board: Class 11

Introduction

During a collision, the objects involved push against each other with strong forces. These forces change the motion of each object individually. However, because there is no external force acting on the entire system, the total momentum of all objects together always stays the same. This principle is called conservation of linear momentum. But while momentum is always conserved during collisions, the total kinetic energy of the system may or may not be conserved. This difference between momentum and energy conservation helps us understand two different types of collisions: elastic collisions and inelastic collisions.

Maharashtra State Board: Class 111

Definition: Collision

An event where two or more objects come into contact and exert forces on each other, causing changes in their individual momenta while the total momentum of the system remains conserved.

Maharashtra State Board: Class 11

Definition: Elastic Collision

A collision where the kinetic energy of the entire system is conserved during the collision (along with the linear momentum).

Maharashtra State Board: Class 11

Definition: Inelastic Collision

A collision where there is a loss in kinetic energy during the collision, but linear momentum is conserved.

Maharashtra State Board: Class 11

Formula: Collision

Where:

  • \[\sum\vec{p}_{initial}\] = total initial momentum of all objects
  • \[\sum\vec{p}_{final}\] = total final momentum of all objects
Maharashtra State Board: Class 11

Formula: Elastic Collision

Where:

  • ∑KEinitial = total initial kinetic energy
  • ∑KEfinal = total final kinetic energy
Maharashtra State Board: Class 11

Formula: Inelastic Collision

Where:

  • The lost kinetic energy is due to internal friction or vibrational motion of atoms, causing a heating effect
  • Linear momentum is still conserved: \[\sum\vec{p}_{initial}\] = \[\sum\vec{p}_{final}\]
Maharashtra State Board: Class 11

Characteristics

Elastic Collisions:

  • Kinetic energy is conserved (does not change)
  • Linear momentum is conserved
  • Very rare in everyday life
  • Common in atomic and molecular collisions (like in the kinetic theory of gases)
  • Both objects rebound from each other

Inelastic Collisions:

  • Kinetic energy is lost during the collision
  • Linear momentum is conserved
  • Very common in everyday life
  • Energy is lost as heat due to internal friction or vibration of atoms
  • Objects may stick together or deform

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