Chapter 14 - Thermal Physics Flashcards

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1
Q

Define temperature

A

Level of hotness of an object

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2
Q

outline the Celsius scale

A

uses the melting and freezing point of water, under atmospheric pressure

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3
Q

outline the thermodynamic scale

A

triple point of water, 273.16K and absolute zero

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4
Q

converting between kelvin and Celsius

A

K = C + 273

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5
Q

what is thermal equilibrium

A

No net transfer of thermal energy between two objects or substances

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6
Q

electrostatic potential energy in solids, liquids and gases

A

weak in solids, max of 0J in gases

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7
Q

Brownian motion

A

particles exhibit random motion because of the collisions of other molecules, for example smoke particles in air exhibit Brownian motion showing air particles are much smaller than smoke particles and move erratically

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8
Q

Internal energy

A

Sum of randomly distributed kinetic and potential energies associated with the atoms or molecules which make up the substance

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9
Q

What happens to the KE and PE of a substance when heated

A

During state change, so melting, PE increases but KE stays the same, temperature also remains constant, because thermal energy is being used to break bonds
When a substance is heated but doesn’t change state, KE increases and PE is constant

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10
Q

Absolute zero

A

-273C or 0K where the molecules completely stop moving and has minimal internal energy.

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11
Q

Specific heat capacity with equation

A

energy required per unit mass (1kg) to increase the temperature by 1K, E=mcΔθ

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12
Q

Specific latent heat with equation

A

Energy required to change the state of a substance per unit mass at constant temperature, E=mL

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13
Q

What is the amount of a substance

A

mole

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14
Q

How to find amount of a substance

A

n = m/M where m is the mass and M is the molar mass

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15
Q

Assumptions for Kinetic theory of gases

A

VENCT

  • Volume of gas atoms is negligible compared to the volume of the gas
  • Electrostatic forces between atoms are negligible, except for when the atoms are colliding
  • The gas contains a large number of atoms which move with random, rapid motion
  • Collisions between atoms and walls are perfectly elastic
  • Time taken for atoms to collide is negligible compared to the time between collisions
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16
Q

Explain how a gas in a container produces a pressure

A
  • as the collisions between atoms and the walls are elastic, they rebound with the same speed they travel in at.
  • this makes their change in momentum mv - (-mv)
  • equal to 2mv
  • As the change in momentum is equal to Ft
  • the average force exerted on the wall is F = 2mv/t
  • from newtons third law we know the wall will exert an equal force in an opposite direction
  • The total pressure on the wall is equal to the sum of each collision between atom and wall, and the area of the wall
17
Q

Boyle’s Law

A

For a fixed mass of gas at constant temperature, the pressure is inversely proportional to the volume

18
Q

Charles Law

A

For a fixed mass of gas at a constant volume, the pressure is proportional to temperature

19
Q

Ideal gas equation

A

pV = nRT

20
Q

how to find root mean square speed

A
  • sum all individual velocities of atoms
  • divide by number of atoms
  • square root this value
21
Q

r.m.s equation for pressure

A

pV = ⅓Nmc^2 where c is the r.m.s

22
Q

What does the Maxwell-Boltzmann distribution show

A

number of molecules with each speed, against speed

23
Q

what happens to the graph when temperature is increased

A

it gets shallower and wider

24
Q

derive boltzmann constant (k) equation

A
  • if k = R/Na where Na is avagrados number
  • pV = NRT/Na
  • pV = NkT
25
Q

relation of KE and temperature

A

KE α Temperature (K)

26
Q

derive equation for mean kinetic energy of gas molecules

A
  • pV = NkT and pV = ⅓Nmc^2
  • kt = ⅓mc^2
  • 3/2kt = 1/2mc^2
  • KE = 3/2kt
27
Q

relation of KE and internal energy

A

KE α internal energy as we assume electrostatic forces are zero, there is no potential energy.