5.1 Thermal Flashcards

1
Q

absolute zero

A

the temperature at which a substance has minimal internal energy; the lowest limit for temperature

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2
Q

thermal equilibrium

A

when there is no net heat flow between two substances in contact with eachother

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3
Q

kinetic model of matter

A

all matter is made of very small particles that are in constant motion.

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4
Q

Internal energy

A

the sum of all the randomly distributed kinetic and potential energies of all the particles in a system

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5
Q

Brownian motion

A

the random movement of small visible particles suspended in a fluid due to collisions with much smaller, randomly moving particles of the fluid

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6
Q

specific heat capacity (definition)

A

the amount of energy needed to raise the temperature of 1kg of a substance by 1K

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7
Q

Specific heat capacity (equation)

A

E=mcT

c=E/mT

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8
Q

Specific heat capacity (investigation)

A

Use a circuit with a voltmeter and an ammeter to measure V and I. Use a stopwatch to time how long it takes to raise the temperature of the substance by 20K. Use VIt=mcT and rearrange for c

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9
Q

Specific latent heat of fusion (Definition)

A

The amount of energy required to change the phase of 1kg of substance from a solid to a liquid

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10
Q

Specific latent heat of fusion (Investigation)

A

Two ice funnels, measure the difference in mass of water melted, use L=VIt/(change in mass)

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11
Q

Specific latent heat of vaporisation (Definition)

A

The amount of energy required to change the phase of 1kg of substance from a liquid to a gas

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12
Q

Specific latent heat of vaporisation (Investigation)

A

Vaporise and condense water, measure mass of amount condensed. Equate VI(1)t=mL(1) + Q and VI(2)t=mL(2) + Q
Equate to get L=t(P1-P2)/(m2-m1)

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13
Q

Mole

A

amount of substance that contains as many particles as exactly 12.0g of carbon 12.

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14
Q

Avogadro’s constant

A

Na=6.02 x 10^23 mol^-1

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15
Q

N=nNa

A

Number of particles = Avogadro’s constant x Number of moles

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16
Q

Ideal gas

A

A gas that has internal energy only in the form of random kinetic energy

17
Q

Derive (1/2)mv^2 = (3/2)kT

A
pV=(1/3)Nmc^2 pV=NkT
(1/3)Nmc^2 = NkT
(1/3)mc^2 = kT
mc^2 = 3kT
(1/2)mc^2 = (3/2)kT
18
Q

Boyle’s Law

A

pV = constant

19
Q

Boyle’s law (investigation)

A

Pressure gauge connected to an air column. Plot Pressure against 1/Volume. Gradient should be a straight line

20
Q

pressure temperature law

A

p/T = constant

21
Q

Pressure- temp law (investigation)

A

Fixed mass of gas sealed in a flask submerged in water. Water is heated to different temperatures, pressure of gas in flask is measured. plot pressure against temperature. Gradient should be a straight line and can be extrapolated to find a value for absolute zero.

22
Q

Charles’ law

A

V/T = constant

23
Q

Boltzmann constant (equation)

A

k=R/Na