Thermal Physics Flashcards

1
Q

zeroth law of thermodynamics

A

if C is initially in thermal equilibrium with both A and B, then A and B are also in thermal equilibrium with each other

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2
Q

two systems are in thermal equilibrium if and only if

A

they have the same temperature

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3
Q

absolute temperature is linearly proportional to

A

the gas pressure

T2/T1=p2/p1

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4
Q

converting celsius to kelvin

A

Tk=Tc+273.15

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5
Q

for a gas at constant volume, pressure is proportional to

A

temperature

this gives a temperature scale

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6
Q

most materials will

A

expand when heated and contract when cooled

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7
Q

units of the coefficient of linear expansion

A

per kelvin (or per degree Celsius)

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8
Q

what also increases when temperature increases

A

the average distance between atoms

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9
Q

what happens to material with hole in it when heated

A

hole expands too

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10
Q

comparing linear and volume expansion

A

beta = 3 alpha

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11
Q

thermal expansion of water

A

unusual variation with temperature

water is most dense at 4 degrees celsius

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12
Q

thermal stress will develop if

A

the ends of a rod are rigidly clamped and then the rod heated or cooled

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13
Q

fractional change if the rod were not clamped

A

Δl/l0 = alpha ΔT

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14
Q

what to use to calculate tension

A

young’s modulus

Y=(F/A)/(ΔL/L0)

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15
Q

Young’s modulus of material describes

A

how easy it is to stretch or compress

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16
Q

heat flow/ heat transfer

A

energy transfer that takes place solely because of a temperature difference

energy transferred in this way - heat

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17
Q

both work and heat change the

A

internal energy of a body

ΔU=Q-W

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18
Q

calorie

A

the amount of heat required to raise the temperature of 1g of water from 14.5 degrees celsius to 15.5 degrees celsius

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19
Q

unit of heat

A

joule

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20
Q

amount of heat needed to raise the temperature of a mass of material is proportional to

A

mass
temperature change
constant of proportionality is the specific heat capacity

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21
Q

mole

A

SI unit of amount of substance

one mole contains 6.02*10^23 elementary entities (avogadro constant)

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22
Q

molar mass M

A

mass per mole

so total mass m=nM

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23
Q

molar heat capacity

A

sometimes more convenient to describe quantity of material in terms of moles rather than mass

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24
Q

elemental solids tend to have the same molar heat capacity of around

A

25 J/mole/kelvin

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25
dulong-petit law
heat capacity for solids depends on number of particles, related to energy one vibrating atom has Molar heat capacity is C=3R =(approx) 25J/mole/kelvin R is the molar gas constant
26
phase
a specific state of matter such as solid, liquid, gas
27
for a given pressure, a phase change takes place at
a definite temperature
28
phase changes usually involve
change in volume and pressure absorption/emission of heat - latent heat
29
latent heat of fusion
to change 1kg of ice at 0 degrees C to 1kg of liquid water at 0 degrees C at normal atmospheric pressure, you need 3.34*10^5J of heat
30
in general, heat for a phase transition is
Q=+/-mL L -latent heat
31
condensation
gas to liquid
32
vaporisation
liquid to gas
33
freezing
liquid to solid
34
melting
solid to liquid
35
sublimation
solid to gas
36
deposition
gas to solid
37
gas-liquid latent heat
latent heat of Vaporisation
38
liquid-solid latent heat
latent heat of fusion
39
solid-gas latent heat
latent heat of sublimation
40
compare latent heat of vaporisation with latent heat of fusion
Lv>Lf
41
calorimetry
measurement of heat heat needed to raise temp and enable phase transitions temp constant during transitions
42
supercooling
very pure water can be cooled below 0 without freezing resulting state is unstable and known as supercooled disturbance/impurity to condense around can trigger phase transition
43
for heat to flow between regions, there must be
a temperature difference
44
heat always flows from
hot to cold
45
heat current
dQ/dt
46
how is heat transferred in conduction
through transfer of energy between atoms
47
kinetic energy transfer
vibrations in a material carry energy vibrations propagate through materials some energy also carried by free electrons
48
heat current proportional to
ΔT A 1/l
49
constant of proportionality in H=-kAΔT/l
thermal conductivity units W/m/k
50
if the heat flow along the length of the rod is not constant
heat current depends on temperature gradient H=-kAdT/dx -ve indicates heat flows in direction of decreasing temp
51
thermal resistance
defined so that the heat current through the slab is H=-AΔT/Rt Rt=l/k units km^2W^-1
52
a larger thermal resistance means
a better insulator
53
convection
transfer of heat by mass motion of a fluid from one region to another
54
natural convection arises through
differences in density due to thermal expansion
55
heat current due to convection is
directly proportional to surface area
56
forced flow
eg hair dryer
57
free flow
driven by changes in density, eg radiator
58
convection heat current
H=-hAΔT heat traansfer coefficient also depends on temp difference depending on nature of flow
59
free laminar flow
h proportional to |ΔT|^1/4
60
turbulent flow
h proportional to |ΔT|^1/3
61
what slows natural convection near a stationary surface
viscosity of fluids gives an insulating surface film, thinner for forced convection
62
radiation
transfer of heat by EM waves dominant mechanism when feel sun on skin
63
every object emits energy at room temp, this is mostly
infrared
64
as temp rises, wavelength
shifts to shorter values
65
radiation heat current depends on
surface area, surface temp and emissivity
66
emissivity
ratio of emission to that of an ideal emitter
67
if in thermal equilibrium, rates of absorption and emission
must be equal
68
black body
ideal radiator (and absorber) would have emissivity 1
69
ideal reflector
emissivity 0 absorb/emit no radiation at all (why vacuum flasks are silvered)
70
state variables
quantities such as pressure, volume, temp, mass variables that can be used to describe the conditions in which a material can exist
71
equation of state
relationship between state variables eg: ideal gas law
72
ideal gases
volume proportional to no of moles volume inversely prop. to pressure pressure prop. to absolute temp
73
ideal gas equation
pV=nRT
74
for real gases, ideal gas equation holds best at...
low number densities
75
ideal gas equation applications
breathing (diaphragm contracts; lungs expand, vice versa for exhalation) constant volume gas thermometer
76
van der waals equation
tries to take into account the finite size of molecules and interactions between them a accounts for attractive forces b for finite size
77
van der waals - attractive forces
pull gas molecules together, reducing pressure exerted on walls by has
78
van der waals - finite size
this reduces the total volume in which molecules can move around
79
molecules and intermolecular forces
molecules not point-like charges so interaction is more complicated
80
intermolecular force at large distance
attractive
81
intermolecular force at small distance
repulsive
82
force and potential related by
Fr=-dU/dr
83
isotherms
lines of constant temperature (on pressure-volume diagram)
84
when gas molecules are forced close together, attractive forces can get stronger which leads to
phase change (formation of liquid or solid)
85
raising temperature of molecules
more energy so their motion can more easily break the bonds