Kinetic Theory — Class 11 Physics
Physics Part II · Chapter 5
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- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
- Space weighted by unit marks
- Charts from the book's own data
- Traps corrected
Chapter summary
Key ideas & terms
- Ideal gas
- A theoretical gas that obeys
exactly at all pressures and temperatures; real gases approach it at low pressure and high temperature. - Boltzmann constant
- The constant
linking molecular energy to temperature. - Root-mean-square speed
- The square root of the mean of the squared molecular speeds,
. - Degree of freedom
- An independent way in which a molecule can possess energy — translational, rotational or vibrational.
- Law of equipartition of energy
- In equilibrium, energy is shared equally among all degrees of freedom, each contributing
. - Mean free path
- The average distance a molecule travels between successive collisions,
.
Extra questions & answers
State the basic assumptions of kinetic theory.
A gas consists of a large number of molecules in random motion; intermolecular forces are negligible except during collisions, which are elastic and of negligible duration.
Write the kinetic expression for the pressure of an ideal gas.
State the kinetic interpretation of temperature.
The average translational kinetic energy of a molecule is
Write the formula for the rms speed of gas molecules.
State the law of equipartition of energy.
In thermal equilibrium the total energy is shared equally among all degrees of freedom, each contributing
How many degrees of freedom has a monatomic and a diatomic gas molecule?
A monatomic molecule has 3 (translational); a rigid diatomic molecule has 5 (3 translational and 2 rotational).
Give the molar specific heats of a monatomic ideal gas.
Define mean free path and give its formula.
The average distance travelled between successive collisions,
State Avogadro's hypothesis and how kinetic theory justifies it.
Equal volumes of all gases at the same temperature and pressure contain equal numbers of molecules; kinetic theory shows the number density is the same for all gases under these conditions.
Why do lighter gases diffuse faster?
At the same temperature lighter molecules have a higher rms speed, so their rate of diffusion is greater (inversely proportional to the square root of molecular mass).


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