Particle Model Of Matter Flashcards

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1
Q

Density

A

How closely packed the particles are in a solid, liquid, or gas

The amount of mass per unit volume

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2
Q

Density formula

A

Mass / volume

m / V

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3
Q

Density of irregular shaped object practical

A

Measure the mass of the stone

Fill the displacement can until the water is level with the bottom of the pipe

Place a measuring cylinder under the pipe ready to collect the displaced water

Carefully drop the stone into the can and wait until no more water runs into the cylinder

Measure the volume of the displaced can

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4
Q

Density of water practical

A

Measure the mass of the measuring cylinder

Pour 50 cm3 of water into the measuring cylinder and measure its new mass

Subtract the mass in step 1 from the mass in step 2

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5
Q

Solid properties

A

Regular pattern

Fixed position

Vibrate on the spot

Keep their shape

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6
Q

Liquid properties

A

Random arrangement

Close together

Move around

Takes the shape of a container

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7
Q

Gas properties

A

Random arrangement

Far apart

Move in all directions

Fill the shape of the container

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8
Q

Kinetic theory of matter - solids

A

Particles in a solid are held together by strong forces of attraction and vibrate at their position

At low temperatures, the vibration is small and can be considered fixed

When a solid gains energy the particles vibrate more and cause
the neighbouring particles to vibrate also

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9
Q

Kinetic theory of matter - liquids

A

The intermolecular forces within a liquid are too weak to keep particles in a fixed position so they are free to move

They move randomly and so
therefore liquids flow

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10
Q

Kinetic theory of matter - gases

A

The particles in a gas are in constant random motion as there are very weak forces between them

The particles are spaced further apart than in liquids

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11
Q

Evaporation

A

When particles at the surface of a liquid gain enough energy to leave as a gas

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12
Q

Factors increasing the rate of evaporation

A

Increasing the surface area of the liquid

Increasing the temperature of the liquid

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13
Q

Condensation

A

The H2O molecules in the air hit a cold surface and therefore condense, changing state from gas to a liquid

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14
Q

Factors increasing the rate of condensation

A

Increasing the surface area

Reducing surface temperature

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15
Q

Sublimation

A

The process by which a solid directly changes to a gaseous state (missing the liquid state).

E.g. dry ice

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16
Q

Internal energy

A

The total amount of kinetic and chemical potential energy of all particles in a system

17
Q

Increasing internal energy

A

Heating a substance will increase its kinetic energy store, and therefore an internal energy change

A change in state causes an increase in potential energy, and therefore an increase in internal energy change

18
Q

Specific heat capacity

A

The quantity of energy needed to raise the temperature of a 1kg object by 1°C

19
Q

Specific heat capacity formula

A

Change in thermal energy / mass x temperature change

ΔJ / m x ΔT

M = mass (kilogram, kg)

ΔJ = change in thermal energy (joules, J)

ΔT = temperature change (celsius, °C)

20
Q

Specific latent heat

A

The amount of energy required to change the state of 1 kilogram of a substance without changing its temperature

21
Q

Specific latent heat of fusion

A

Energy needed to change 1kg of a substance from a solid state to a liquid state

22
Q

Specific latent heat of fusion formula

A

Energy = mass x specific latent heat of fusion

E = m x Lf

23
Q

Specific latent heat of vaporisation

A

Energy needed to change 1kg of a
substance from liquid state to gaseous state

24
Q

Specific latent heat of vaporisation formula

A

Energy = mass x specific latent heat of vaporisation

E = m x Lv

25
Q

Pressure

A

Force / area

F / A

26
Q

Factors increasing pressure

A

As temperature increases pressure increases as;

the average kinetic energy of the molecules increases and therefore the molecules hit the sides of the container more often, increasing the force exerted = more pressure

27
Q

Boyle’s law

A

States that for a fixed amount of (ideal) gas at a fixed temperature pressure is inversely proportional to the volume