Thermal Physics Flashcards

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1
Q

Define the internal energy of a ball of gas

A

The sum of the randomly distributed kinetic and potential energies of the particles in the gas

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2
Q

How can you increase the internal energy of a system?

A

Doing work on the system
Heating the system

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3
Q

When a solid is melting, what happens to the kinetic and potential energies, and why?

A

Potential energy increases according to Q = ml

Average kinetic energy stays the same, as this is proportional to temperature

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4
Q

What can be seen at a macroscopic level, which shows that particles exist, and what conclusions can be drawn about these particles?

A

Brownian Motion (of dust motes or pollen grains)
Shows air particles:
- Fast moving
- Significantly smaller than dust or pollen
- Move at random in all planes and directions

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5
Q

5000J of heat are added to two different liquids. Both start off at 10°C
A) Will their change in internal energy be the same?
B) Will their change in temperature be the same?

A

A) The change in internal energy is the same as they both gain 5000J

B) The change in temperature would be different as it depends on the specific heat capacity of the liquid and maybe different masses

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6
Q

What is absolute zero

A

273K, where particles are not vibrating as kinetic energy = 0 and therefore exert no pressure

Found using the intercept of P-T graph or V-T Graph

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7
Q

How does temperature relate to the speed of particles?

A

Temperature is directly proportional to average KE, so temperature is directly proportional to the mean square speed

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8
Q

Define specific heat of fusion

A

The energy required to change the state of 1kg of a substance from solid to liquid

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9
Q

A syringe full of gas is heated for 5 minutes and is allowed to expand to equalise the pressure.

Suggest two reasons why, when its temperature is measured, it is not as high as expected?

A

gas did work to push the syringe, so it lost some of its internal energy

Some of the heat has ben dissipated into the surroundings

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10
Q

What are the assumptions used for ideal gas equations?

A

RAVED

Randomly distributed particles
No attractive forces between the particles
Volume of Particles is negligible compared with the container
Elastic collisions
Duration of collision is very short compared with time in between

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11
Q

What does Boyle’s Law state?

A

For a gas at constant temperature, pressure is directly proportional to volume

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12
Q

What does Charle’s Law state?

A

For a gas at constant pressure, the Volume is directly proportional to the temperature (Kelvin)

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13
Q

What does Gay Lussac’s Law state?

A

For a gas at constant volume, the pressure is inversely proportional to the temperature (kelvin)

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14
Q

What are the assumptions made for Charle’s Law?

When might Charle’s Law not work very well?

A

Gas at constant pressure with a constant number of particles and behaves as an ideal gas

If the temperature change happens very quickly and doesn’t have time to become evenly distributed through the gas

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15
Q

What is the first law of thermodynamics?

A

Internal energy = Heat added to the system - the Work done by the system

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16
Q

Why does the temperature of a substance stay steady when changing state?

A

Because the energy added to the system is used to weaken/break the bonds between the molecules. So there’s no energy left for the temperature to rise.

17
Q

What is an isothermal change?

A

When a system’s temperature is kept constant whilst other factors (pressure or volume) is changing

18
Q

How to find the work done of an isobaric process?

A

When the pressure is constant

Area under the graph for P-V

19
Q

Define specific latent heat of fusion of ice

A

The energy needed to change state from solid to liquid per unit mass without a change in temperature

20
Q

Define specific latent heat of vapourisation

A

The energy needed to change state from liquid to gas per unit mass without a change in temperature