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International Class

Madrasah Mu'allimaat Muhammadiyah Yogyakarta

The Kinetic Particle Model of Matter

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States of matter

Chapter 9.1

Matter exists in three states : solid, liquid, and gas

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The distinguishing properties of the three states of matter

State

Solid

Liquid

Gas

Size

rigid, fixed shape, fixed volume, cannot be squashed

not rigid, no fixed shape, fixed volume, cannot be squashed

no rigid, no fixed shape, no fixed volume, can be squashed

Shape

takes the shape of its container

takes the shape of its container

expands to fill its container

Chapter 91

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Changes of state

Chapter 9.1

evaporation : changing from liquid to a gas at any temperature

boiling : changing from liquid to gas at a fixed temperature called the boiling point

melting : changing from solid to liquid

condensing : changing gas to liquid

solidfying/freezing : changing from liquid to solid

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The kinetic particle model of matter

related to movement

a model in which matter consist of moving particles

helps to explain the behaviour of materials better

Chapter 9.2

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The kinetic theory suggest that :

As particles heat up, they gain more kinetic energy and so move faster

As particles cools down its particles lose kinetic energy and slow down

Chapter 9.2

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Absolute zero : the temperature at which particles have no kinetic energy

Chapter 9.2

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Arrangement

The particles are packed closely together, in a regular pattern.

The particles are packed slightly less closly together than in a solid.

The particles are no longer in contact unless they collide with each other.

Chapter 9.2

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Separation

Each particle is in close contact with all ist neighbours. No separation

The particles are arranged randomly rather than in a fixed pattern (little separation)

The particles are widely separated from one another. In air, the average separation between the particles is about ten times their diameter

Chapter 9.2

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Motion

As the particles are so tightly packed, they cannot move around. However, they do move a bit. They can vibrate about a fixed position. The hotter the solid, the more they vibrate

The particles move freely about, bouncing off one another and off the walls of container. In air at room temperature, the average speed of the particles is about 500 m/s and this increases with temperature

As the particles are slightly less tightly packed than in a solid, they can move around. So the particles are both vibrating and moving from place to place. The hotter the liquid is, the faster its molecules move

Chapter 9.2

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Attractive forces

Stronges as particles are close together

Moderate as particles are slightly further apart

No force. Particles are far apart

We can also say there are bonds between particle

Chapter 9.2

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Brownian motion

In 127, a scientist called Robert Brown was using a mocroscope to study pollen grains when he noticed tiny particles jiggling about

At first he thought that they might be alive, but when he repeated his experiment with tiny grains of dust suspended water, he saw that the dust also moved around.

This motion is now known as Brownian motion, and it happens because the moving particles are constantly knocked about by the fast-moving particles of the air

We can do a similar experiment using smoke particles via smoke cell

Chapter 9.2

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Brownian motion

The dust particles are constantly knocked about by the fast-moving particles of the air

Chapter 9.2

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Gases and kinetic model

The kinetic model can help us understand how gases behave, which allows us to answer the following questions :

1

2

3

Why does a gas cause pressure on the walls of its container?

What happens to a gas when it is heated?

What happens when a gas is compressed (squashed)?

Chapter 9.3

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1

Why does a gas cause pressure on the walls of its container?

The gas causes pressure on the walls of the container because the gas particles are constantly collinding with the walls

Collide!

Collide!

Chapter 9.3

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The higher the temperature of gas, the faster its particles are moving. The particles will hit the walls more often and with more force. This increases the pressure

Collide!

Collide!

2

What happens to a gas when it is heated?

Collide!

Collide!

More faster

Chapter 9.3

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3

What happens when a gas is compressed (squashed)?

The volume of container has been decreased. The gas has been compressed into a smaller space. The particles don’t more as far between collisions, so they collide with the walls more often. Decreasing the volume of a gas increases its pressure

Smaller space, collision more likely, therefore higher pressure

Chapter 9.3

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Temperature and the Celsius scale

  • Temperature is a measure of how hot or cold something
  • Temperature is measured using a thermometer
  • Most thermometer take a minute or so to measure temperature

Thermal energy transfer from the girl to the thermometer until they are the same temperature

Thermal energy transfer from the thermometer to the ice until they are the same temperature

It occurs because thermal energy has to be transferred to or from the thermometer until is at the same temperature

Chapter 9.4

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  1. We learned that the higher temperature, the faster the particles move

Continued ….

  1. We can also say that the higher the temperature, the higher the energy of the particles
  1. The temperature of an object is a measure of the average kinetic energy its particles. Internal energy is the total energy of all the particles

Chapter 9.4

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The Celsius temperature scale

The melting and boiling points of water are used to define the Celsius temperature scale

The thermometer contains liquid (alcohol, mercury) which expands when it gets hot

Chapter 9.4

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  1. Put the thermometer in melting ice and mark 0 ̊C

Continued ….

Steps to calibrate a thermometer

  1. Put the thermometer in boiling water and mark 100 ̊C

Chapter 9.4

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  1. Devide the space between these point into 100 parts. Each part represents one degree Celsius

Continued ….

Chapter 9.4

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Kelvin temperature scale

  1. Absolut zero is the temperature at which particles have no kinetic energy
  1. The Kelvin temperature starts from absolute zero, -273°C
  1. The temperature measured on this scale is called absolute temperature
  1. The Kelvin temperature can be calculated from the Celsius temperature using this equation :

Chapter 9.4

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Worked example

Continued ….

Calculate the temperature in Kelvin of :

  • A classroom of 20 ̊C
  • Lava at 800 ̊C
  • The surface temperature of minor planet Pluto at 233 ̊C

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Worked example

Continued ….

A laboratory thermometer has no temperature making. Describe how you could use ice melting and boiling water to calibrate the thermometer

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Gas laws or Boyle’s law

  • The temperature, pressure, and volume of a gas all affect each other
  • The gas law explain mathematically how three affect each other

Note 1 : the gas law refer to a fixed mass of gas

Note 2 : Pressure is caused by the collisions of gas particles and the wall of the container

Chapter 9.5

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Pressure and volume

Boyle’s law experiment result. Note that as volume decreases , pressure increases (note : the temperature of gas does no change)

Continued ….

Chapter 9.5

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Pressure and volume

There are two graphs to represent the result of a Boyle’s law experiment

The graph of pressure against volume shows that increasing the pressure causes a decreases in the volume

The mathematical relationship between p and 1/V can be seen from this graph. It is a straight line through the origin, which means that pressure in inversely proportional to volume

Continued ….

Chapter 9.5

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Pressure and volume

Boyle found out that when he multiplied pressure by volume, he always got the same result

Continued ….

This leads to the following equation that can be used to express Boyle’s law quantitatively

P₁ V₁ = P₂ V₂

The experiment concludes that the volume at a fixed mass of gas is inversely propotional to its pressure, provided its temperature remains constant

Chapter 9.5

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Worked example

Continued ….

A scuba diver releases a bubble of air. The bubble has a volume of 2 cm. He watches it rise to the surface, expanding as it rises. The diver is at a depth where the pressure is 5 atmospheres. What will the volume of bubble be when it reaches the surface, where the volume is 1 atmosphere? Assume that the temperature does not change

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