Kinetic Interpretation Of Pressure
According to the kinetic theory, the pressure that a gas exerts on the walls of its container arises fundamentally from which molecular mechanism?
Select the correct option:
Solution
The change in momentum during collisions of molecules with the walls
The kinetic interpretation of pressure, developed in NCERT Class 11, Chapter 13 (Kinetic Theory), treats a gas as a large number of tiny molecules in ceaseless random motion, and pressure emerges from their collisions with the container walls. Each molecule that strikes a wall and rebounds undergoes a change in momentum, and by Newton's second law this rate of momentum change is a force; averaged over the wall area it gives the pressure. This leads to the expression P=31VmNv2, showing pressure depends on molecular mass, number density and mean square speed. The option about gravitational attraction is wrong because intermolecular gravity is utterly negligible for gas molecules. The option about electrostatic repulsion is wrong since ideal gas molecules and walls are treated as neutral. The option about chemical bonding is wrong because bonding would trap molecules rather than let them rebound elastically. As a consistency check, the mechanism correctly predicts that heavier or faster molecules exert more pressure, matching everyday observations of hot, dense gases pressing harder on their containers.
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About This Question
- Subject
- physics
- Chapter
- kinetic theory of gases
- Topic
- kinetic interpretation of pressure
- Difficulty
- Easy
- Year
- 2025
Solution
Correct Answer:
The change in momentum during collisions of molecules with the walls
The kinetic interpretation of pressure, developed in NCERT Class 11, Chapter 13 (Kinetic Theory), treats a gas as a large number of tiny molecules in ceaseless random motion, and pressure emerges from their collisions with the container walls. Each molecule that strikes a wall and rebounds undergoes a change in momentum, and by Newton's second law this rate of momentum change is a force; averaged over the wall area it gives the pressure. This leads to the expression P=31VmNv2, showing pressure depends on molecular mass, number density and mean square speed. The option about gravitational attraction is wrong because intermolecular gravity is utterly negligible for gas molecules. The option about electrostatic repulsion is wrong since ideal gas molecules and walls are treated as neutral. The option about chemical bonding is wrong because bonding would trap molecules rather than let them rebound elastically. As a consistency check, the mechanism correctly predicts that heavier or faster molecules exert more pressure, matching everyday observations of hot, dense gases pressing harder on their containers.
This easy difficulty physics question is from the chapter kinetic theory of gases, covering the topic of kinetic interpretation of pressure. It appeared in the 2025 exam.
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