Thermal T6-T9 Flashcards

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1
Q

Define all of the terms in ‘pV = nRT’.

A

P = pressure
V = volume
N = number of moles
R = molar mass constant 8.31 K-1 mol-1
T = temperature

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2
Q

Define all of the terms in ‘pV = NkT’.

A

P = pressure
V = volume
N = number of molecules
k = the Boltzmann constant = 1.38 × 10–23 J K–1.
T = temperature

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3
Q

Define all of the terms in ‘pV = ⅓ nmcrms2’.

A

P = pressure
V = volume
N = number of molecules
C = root mean square speed

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4
Q

Define ‘mole’.

A

A mole is the mass of the substance that contains a number of particles that is equal to the Avogadro’s constant, Na, 6.02 x 10^23.

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5
Q

Define ‘molar mass’.

A

The molar mass is the mass of one mole of that substance.

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6
Q

State 9 of the ‘ideal gas assumptions’

A

All molecules of a gas are identical.
The gas contains a larger number of molecules.
The molecules have negligible volume compared with the volume of the gas.
The molecules move in random motion (direction and speed).
Attraction between molecules is negligible.
Collisions between molecules or a wall are elastic.
The molecules move in a straight line between collisions.
The forces acting during collisions act for a short time, relative to the time between collisions.

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7
Q

How does ‘kinetic theory’ explain Boyle’s law (pV = constant)?

A

The pressure of the gas increases when the volume reduces because: The molecules travel less distance between impacts. So the impacts with the wall become more frequent.

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8
Q

How does ‘kinetic theory’ explain the pressure law (P/T = constant)?

A

The pressure of the gas increases as the temperature rises because: The molecules have a larger average speed. So the impacts on the wall are harder and more frequent.

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9
Q

Define crms.

A

The root mean square speed is proportional to the pressure a gas applies to the wall of the container. It is the mean speed corresponding to the mean KE of the molecules in a gas.

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10
Q

State and explain how the mean-square speed of heavier atoms in a mixture of a gas compares to lighter atoms and the same temperature…

A

Mass is inversely proportional to the mean-square speed, so will be less at the same temperature.

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11
Q

What is Boyle’s Law?

A

pV = constant, therefore pressure is proportional to volume.

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12
Q

What is Charles’ Law?

A

For constant pressure, volume is proportional to the temperature, has to be in kelvin.

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13
Q

What is the Pressure Law?

A

For constant volume, pressure is proportional to the temperature, has to be in kelvin.

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14
Q

What is an isothermal change?

A

A change at a constant temperature.

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15
Q

What is 0 kelvin in degrees Celsius?

A

-273^oC.

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16
Q

What does the graph of the pressure vs volume look like?

A

1/x, an L shape.

17
Q

What does the graph of the pressure/volume vs temperature (kelvin) look like?

A

Straight line.

18
Q

What is Avogadro’s constant?

A

The number of atoms per mol of substance.

19
Q

What is the molecular mass of a substance?

A

The sum of atomic masses of all the atoms in a molecule of the substance.

20
Q

½ m(crms) 2 = 3/2 kT = 3RT/2NA, what are these equations used for?

A

The average molecular kinetic energy.

21
Q

what is the area under the pressure vs volume graph?

A

Work Done which = Pressure x change in Volume.

22
Q

What is conserved in elastic collisions?

A

Momentum and kinetic energy.

23
Q

What is the equation linking pressure, volume and temperature in two places?

A

P1xV1/T1 = P2xV2/T2

24
Q

What is Brownian motion?

A

Molecules move with a ‘jittering’ motion.

25
Q

In terms of Brownian motion finish this sentence…

When a molecule collides with another molecule or a solid surface…

A

…it bounces off with the same KE and conserved KE between them.

26
Q

In terms of Brownian motion finish this sentence…

Every impact…

A

…causes a tiny force on the surface.

27
Q

In terms of Brownian motion finish this sentence…

The pressure exerted on a surface is measurable because…

A

…of the very large number of impacts each second.

28
Q

In terms of Brownian motion finish this sentence…

The molecules in a gas move…

A

…at random with different speeds.