Thermal Physics Flashcards

(24 cards)

1
Q

What happens to the temperature and particle energy when heat is supplied to ice below 0°C?

A

The temperature increases and particles gain kinetic energy as they vibrate faster.

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2
Q

What happens to temperature during a change of state (e.g., melting or boiling)?

A

The temperature remains constant while energy goes into increasing the potential energy, not kinetic.

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3
Q

Why can’t we use the SHC equation during a change of state?

A

Because temperature doesn’t change, so ΔT = 0. Instead, we use the Specific Latent Heat (SLH) equation.

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4
Q

What does specific latent heat (SLH) represent?

A

The energy needed to change the state of 1kg of a substance without changing its temperature.

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5
Q

How do you approach a question involving two substances reaching thermal equilibrium?

A

Use the SHC equation for each, equating energy lost to energy gained: Set mc(T−T1)=mc(T2−T), expand, and solve for T.

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6
Q

What’s the approach when ice melts in a drink?

A

Use SHC for heating the ice (if not at 0°C), SLH for melting, and then SHC again for warming melted water.

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7
Q

Why isn’t the Celsius scale absolute?

A

It doesn’t start at 0 kinetic energy. Kelvin does, with 0 K = -273°C (absolute zero).

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8
Q

How do you convert between Celsius and Kelvin?

A

Add 273 to Celsius to get Kelvin: T(K)=T(°C)+273.

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9
Q

When do we use Kelvin in physics calculations?

A

Always, except when calculating a temperature change (ΔT), where °C and K are equivalent.

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10
Q

What is Boyle’s Law and when is it used?

A

pV=constant at constant temperature (isothermal change). Pressure is inversely proportional to volume.

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11
Q

What is Charles’s Law?

A

V∝T at constant pressure. Volume increases with temperature in Kelvin.

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12
Q

What is the Combined Gas Law?

A

If no particles are added or removed: p1V1/T1=p2V2/T2.

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13
Q

What is the ideal gas equation and its constants?

A

pV=nRT, where n = moles, R = 8.31 J mol⁻¹K⁻¹.

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14
Q

What is the microscopic form of the ideal gas law?

A

pV=NkT, where N = number of molecules, k = Boltzmann constant.

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15
Q

What are the 5 assumptions of the ideal gas model (RAVED)?

A

Random motion, Attractive forces are negligible, Volume of particles is negligible, Elastic collisions, Duration of collisions is negligible.

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16
Q

What is Brownian motion evidence for?

A

Random motion of gas particles – seen via the random movement of smoke under a microscope.

17
Q

What is the kinetic theory equation for pressure in terms of rms speed?

A

pV=1/3 Nmc̅², where m is mass of one molecule, c̅ is rms speed.

18
Q

How is pressure related to density and speed in a gas?

A

p=1/3 ρc̅², where ρ is gas density.

19
Q

What is root mean square (rms) speed and why is it used?

A

c̅=(u²+v²+w²)/3. It gives a useful average speed, since mean velocity is zero.

20
Q

What is the kinetic energy of one molecule in a gas?

A

Eₖ=3/2 kT. Independent of mass; only depends on temperature.

21
Q

What does equal temperature mean for different gas particles?

A

Same average kinetic energy, but different speeds due to different masses.

22
Q

What does the area under a p-V graph represent?

A

Work done: Work=Area under curve=pΔV.

23
Q

When is work done on or by a gas?

A

Compressed: work is done on the gas. Expands: gas does work on surroundings.

24
Q

What if pressure decreases at constant volume?

A

No work is done because ΔV = 0.