gases

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36 Terms

1
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what makes gases different to liquids and solids?

they can be compressed

2
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what is boyle’s law?

pressure is inversely proportional to volume

P ∝ 1 / V

<p>pressure is inversely proportional to volume </p><p>P <span>∝ 1 / V</span></p><p></p>
3
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what does adiabatic mean?

closed system, so no energy is being transferred from or to the surroundings

4
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what is charles’ law?

volume ∝ temperature

5
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what is the pressure / gay-lussac law?

P ∝ T

6
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what is an ideal gas?

one that obeys boyle’s law perfectly

7
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what is a perfect gas?

one that almost obeys boyle’s law perfectly, and therefore can still be used in equations

8
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which temperature scale is used in gas laws and why?

kelvin , because kelvin starts at the absolute zero whereas celsius is relative to whatever substance we’re considering

9
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what is the temperature change in kelvin and celsius?

the same, +1K = +1C

10
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volume and pressure

boyle’s law , P ∝ 1 / V

11
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volume and temperature

charles’ law , V ∝ T

12
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pressure and temperature

pressure / gay-lussac law , P ∝ T

13
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ideal gas equation

p V = n R T

  • p = pressure

  • v = volume

  • n = mol number

  • R = gas constant, 8.31

  • T = temperature

p V = N k T

  • p = pressure

  • v = volume

  • N = number of molecules

  • k = boltzmann constant , 1.38 × 10–2

  • T = temperature

14
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avogadro constant Na

1 mol = 6.02 × 1023 molecules

15
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ratios

P1 V1 / n1 T1 = P2 V2 / n2 / T2

16
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explain P1 V1 / n1 T1 = P2 V2 / n2 / T2

p V = n R T , so R = P V / n T. since R is a constant, this means P V / n T is the same before and after, therefore P1 V1 / n1 T1 = P2 V2 / n2 / T2

17
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what does isothermic mean?

temperature is constant

18
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what does isobanic mean?

pressure is constant

19
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is n constant?

usually, unless we’re letting gas out / in

20
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what is brownian motion?

the random movement of particles in a fluid

21
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what are the 5 assumptions we make about ideal or perfect gases?

  • move with brownian motion

  • no attractive forces between particles

  • particle volume is negligible compared to container volume

  • all collisions are elastic

  • the duration of the collisions is negligible compared to the time between collisions

22
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what is the time taken between the collision of a particle against a particular wall?

the time taken to travel two lengths of the container, as time between collisions is measured as opposed to collision time

23
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what is the change of momentum for a particle colliding with a wall?

2 m u

24
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collision force equation

F = 2 m u / (2 L U)

= m u2 / L

where L is the length of the box it travels across

25
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pressure equation

P = force x area

= m u2 / Ly x Lx x Lz

= m u2 / V

26
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what is rms?

root mean square, where N = number of molecules

27
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why do we use rms?

because the mean velocity of the particles is zero

28
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why is the mean velocity of particles zero?

because they travel in all directions equally

29
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what is crms ?

the combination of speeds in all three directions

30
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what is u2rms = ?

u2rms = 1/3 c2rms

31
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what is urms = ?

urms = √ (u12 + u22 + u32 + …) / N

32
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why is 1/3 used?

because the particles can travel 3 ways , the length, the width, and the depth

33
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what is the kinetic theory equation?

P V = 1/3 N m c2

  • m = mass of 1 molecule

  • N m = total mass of gas

  • c = crms average speed of molecules

P = 1/3 p c2

  • as N M / V = density

3 k T = m c2

  • as p V = N k T and therefore N k T = 1/3 N m c2

Ek = 3/2 k T

  • Ek = kinetic energy of 1 molecule

  • from 3 k T = m c2 halved

34
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when is work done on a gas?

when it is compressed

35
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when is a gas doing work?

when it expands

36
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what is the work done on a p-v graph?

the area under the graph (count the squares) / line

  • if isothermal (constant T), P1V1 = P2V2 (arrow going up the curve)

  • if isobaric (constant P), V1 / T1 = V2 / T2 , work done = P Δ V (block under the graph)

  • if at constant volume, P1 / T1 = P2 / T2 . it’s being cooled so no work done (arrow going straight down)