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Physics

Unit 1: Forces and motion - Unit 2: Electricity- Unit 3: Waves - Unit 4: Energy resources and energy transfer - Unit 5: Solids, liquids and gases - Unit 6: Magnetism and electromagnetism - Unit 7: Radioactivity and particles

Unit P1

Forces and Motion

1.1: Use the following units: kilogram (kg), metre (m), metre/second (m/s), metre/second² (m/s²), newton (N), second (s), newton per kilogram (N/kg), kilogram metre/second (kg m/s).

Kilogram (kg): the metric way of measuring weight -


Metre (m): the metric measure for distance -


Metre/second (m/s): this is a measure of speed; it is how many meters you go in a second -


Metre/second² (m/s²): this is a measure of acceleration -


Newton (N): a newton is a measure of force -


Second (s): unit of time -


Newton per kilogram (N/kg): how much force for every kilogram of weight

1.2: Plot and interpret distance-time graphs.

A distance-time graph is a graph showing the relationship between distance travelled and time taken.

Plotting


The Y axis should be the distance travelled from the start, meaning the bottom is time. To plot simply mark the distance travelled at every chosen point of time: e.g every second.

Interpreting


A horizontal line is a stationary object. A line upwards is an object moving away from the start; a downward line is an object moving towards the start. The steeper the line the faster the object. To get a speed see how much up it goes for across. Rise over Run.

1.3: Know and use the relationship between average speed, distance moved and time.

Speed= Distance / Time

Speed= Distance / Time

1.4: Describe experiments to investigate the motion of everyday objects such as toy cars or tennis balls.

You could plot the time it takes for a toy car to travel a distance and then plot a distance time graph. Then repeat at different speeds and compare the different graphs.


Alternatively, you could use a ticker tape attached to the back of the car. Distance/Dots = speed. For example, if you has 50 dots on a meter tape then it traveled at an average speed of (1/50) 0.02 meters per second.

1.5: know and use the relationship between acceleration, velocity and time.

Acceleration= change in speed / time

Acceleration= change in speed / time

1.6: plot and interpret velocity-time graphs.

A velocity-time graph is a graph showing the relationship between velocity and time taken.

Plotting


On the Y axis of a velocity-time graph is velocity- speed travelled in a given direction. On the X axis is time taken from start. Note that negative velocities mean something is travelling in the opposite direction to that of the positive velocity.

Interpreting


A line going diagonally upwards shows an acceleration, if it is straight it is constant. A line going diagonally downwards shows a deceleration. If it is straight, it is constant. The steeper the line the more rapid the acceleration. A straight flat line is a constant velocity: you are travelling at one speed in one direction.

1.7: determine acceleration from the gradient of a velocity-time graph

Acceleration is measured in meters per second²: m/s². Change in velocity / time. The time period in the graph is then divided by the change in velocity. Rise over Run.

1.8: determine the distance travelled from the area between a velocity-time graph and the time axis.

Distance can be calculated by finding the area under the velocity time graph (line).

1.9: describe the effects of forces between bodies such as changes in speed, shape or direction.

Changes in shape


Affects momentum. Force = change in momentum/ time taken. An example of this is crumple zones in car decrease the force on the passengers.


Changes in direction


Whichever direction the force is greatest in will be the direction the object travels in.

Changes in speed


When an object is stationary it has an equal force pushing down and up. The downward force being gravity and the upward force being the surface the object is on.


When an object is accelerating it has forwards and backwards forces (drag and friction). The forward force is larger than the backward force when an object is accelerating.

When an object is going at a constant speed it has forward and backward forces. The forward and backward forces are equal, so the speed is constant.


When an object is decelerating it has forward and backward forces, but the backward force is larger than the forward one, slowing the object down.

1.10: identifydifferent types of force such as gravitational or electrostatic.

Gravity: Gravity gives everything a weight. It makes everything accelerate towards the ground. The weight of an object corresponds to the pull of its gravity. - Electrostatic force: force between two charged objects, similar charges repel, opposite charges attract. Thrust: or push or pull, occurs when a system expels mass in one direction and this mass will cause a force of equal magnitude but opposite direction on the system. - Friction/Drag: the force that resists movement between two surfaces that are in contact. - Tension - Tension passes through strings, cables, ropes or wires when they are being pulled in opposite directions. The tension force is directed along the length of the wire and pulls equally on the object at the opposite ends of it.- Lift: opposes the weight. Reaction to the surface, not allowing object to sink. - Reaction force (Contact force): when two objects are pushed together, come into 'contact,' they exert equal and opposite forces on each other. For example, the contact force from the ground pushes up when you stand and your weight pushes down.

1.11: distinguish between vector and scalar quantities.

Vector


Has magnitude and a direction. For example velocity is a speed in a given direction.


Scalar


Has a magnitude. For example speed.

1.12: understand that force is a vector quantity

Force has magnitude, it is measured in newtons but it acts in a direction.

1.13: find the resultant force of forces that act along a line

Resultant force is the overall force acting in a direction on an object.

Resultant force is the overall force acting in a direction on an object.

1.14: understand that friction is a force that opposes motion

Friction is a force that acts in the opposite direction to motion.

1.15: know and usethe relationship between unbalanced force, mass and acceleration: force = mass x acceleration F = m x a

Force = Mass x Acceleration

Force = Mass x Acceleration

1.16: know and use the relationship between weight, mass and gravitational field strength: weight = mass × gravitational field strength W = m × g

Weight = mass x gravitational field strength

Weight = mass x gravitational field strength

1.17: describe the forces acting on falling objects and explain why falling objects reach a terminal velocity.

When first an object is falling it is accelerating- the force acting downward (gravity) is larger than the force acting upwards (air resistance). But when air resistance and gravity become equal the object will have reached its maximum speed; its terminal velocity.

1.18: describe experiments to investigate the forces acting on falling objects, such as sycamore seeds or parachutes.

Dropping parachutes from a given height; this shows us that gravity is acting on them. By increasing the size of the parachute and recording the results we can see that air resistance also has an effect on falling objects; plotting a graph should reveal that bigger surface area takes more time, from which we can infer that air resistance acts on the falling objects.

1.19: describe the factors affecting vehicle stopping distance including speed, mass, road condition and reaction time

Stopping distance is thinking distance and braking distance added together, things that effect this are:


- The condition of the driver; drugs/ tiredness


- How worn the brakes/ tyres are


- If the weather conditions are poor


- How heavy the car is


- The speed the car is travelling at

1.20: know and use the relationship between momentum, mass and velocity:momentum = mass × velocityp = m × v

Momentum = Mass x Velocity

Momentum = Mass x Velocity

1.21: use the idea of momentum to explain safety features

If the time taken for momentum to change is increased, the overall force felt is decreased.


Crumple zones in cars increase the time it takes for the car's momentum to reach zero, meaning passengers feel less of the force. Air bags do the same thing; increasing the time till momentum of a body reaches zero reduces the force felt.


(Equation in 1.23)

1.22: use the conservation of momentum to calculate the mass, velocity or momentum of objects

If a bullet with a mass of 0.2g is shot from a gun at 100 m/s² to work out its momentum we do 0.2g x 100 m/s² = 20 g m/s.

If a bullet with a mass of 0.2g is shot from a gun at 100 m/s² to work out its momentum we do 0.2g x 100 m/s² = 20 g m/s.

1.23: use the relationship between force, change in momentum and time taken: change in momentum force= time taken

Force= Change in momentum / Time taken

Force= Change in momentum / Time taken

1.24: demonstrate an understanding of Newton’s third law

“Each action has an equal and opposite reaction” the principle of this law is that two bodies interacting are both exerting a force on each other.

1.25: know and use the relationship between the moment of a force and its distance from the pivot:moment = force × perpendicular distance from the pivot

An object turned around a pivot when force is applied is a moment.The equation of a moments is: moment= force x distance from pivot

An object turned around a pivot when force is applied is a moment.The equation of a moments is: moment= force x distance from pivot

1.26: recall that the weight of a body acts through its centre of gravity.

An objects centre of gravity is where all of its weight acts through.

1.27: know and use the principle of moments for a simple system of parallel forces acting in one plane.

If the straight line is balanced then the clockwise and anticlockwise moments will be exactly the same.

If the straight line is balanced then the clockwise and anticlockwise moments will be exactly the same.

1.28: understand that the upward forces on a light beam, supported at its ends, vary with the position of a heavy object placed on the beam.

This means you need to understand that if you have say a plank of wood being held in balance by springs pushing up at the ends and you put a weight on the beam, the springs would have to exert more force as they need to equal the downward force.

1.29: describe experiments to investigate how extension varies with applied forcefor helical springs, metal wires and rubber bands.

1. Attach a spring to a newton meter and measure its length


2. Add a 50g weight and measure again


3. Continue to add another weight and take another measurement


4. Do this up to 400g


5. By plotting a graph from the results from this you can see the extension increases with force; as each time a weight is added the spring gets longer.

1.30: understand that the initial linear region of a force-extension graph is associated with Hooke’s law.

A force extension graph shows how much a material stretches for the force applied. The initial linear region is the straight diagonal line showing a linear correlation between force and extension meaning that they increase at the same rate. This is Hooke's law. But at some point the graph will begin to curve, this is when an object reaches its elastic potential.

1.31: describe elastic behaviour as the ability of a material to recover its original shape after the forces causing deformation have been removed.

Elastic behaviour is the way that when you stretch an object with this behaviour it will return to its original shape after the forces stretching it stop stretching it. Eg when you stretch an elastic band and then let go it pings back to regains its original shape and size. However if you stretch it too far, it won't go back, this is its elastic limit.

1.32: understand gravitational field strength, g, and recall that it is different onother planets and the moon from that on the Earth

Gravitational field strength is how strongly something pulls an object towards it.Earth has a higher gravitational field strength than the moon: on earth we are pulled down so much that we can jump only for a few seconds; on the moon the time you can jump for is longer as it is pulling you back in with a weaker gravitational field. Bigger planets than earth will have a higher gravitational field strength.

1.33: explain that gravitational force:


- causes moons to orbit planets


- causes the planets to orbit the sun


- causes artificial satellites to orbit the Earth


- causes comets to orbit the sun

If an object is within the field of another objects gravitational force then it will travel around it in a path known as an orbit. In this way:


- Moons to orbit planets


- The planets to orbit the sun


- Artificial satellites to orbit the Earth


- Comets to orbit the sun

1.34: describe the differences in the orbits of comets, moons and planets

Planets orbit in circles, where as comets orbit in ellipses (ovals) as does the moon.

1.35: use the relationship between orbital speed, orbital radius and time period.

The first half of the equation works out the circumference of the circle, this is the distance, which is then divided by the time.


Orbital speed = 2×π ×orbital diameter/ time period


v = πd/ T

1.36: understand that:the universe is a large collection of billions of galaxies a galaxy is a large collection of billions of starsour solar system is in the Milky Way galaxy.

The universe contains many galaxies. Galaxies contain many stars, each star has a solar system. Our solar system is an a galaxy called the milky way.

The universe contains many galaxies. Galaxies contain many stars, each star has a solar system. Our solar system is an a galaxy called the milky way.

Unit P2

Electricity

2.1: use the following units: ampere (A), coulomb (C), joule (J), ohm (Ω), second(s), volt (V), watt (W).And prefixes such as milli, kilo etc.

Ampere (A): current


Coulomb (C): charge


Joule (J): energy


Ohm (Ω): resistance


Second (s): time


Volt (V): potential/energy


Watt (W): power

2.2: understand and identify the hazards of electricity including frayed cables,long cables, damaged plugs, water around sockets, and pushing metal objects into sockets

In frayed cabling the insulation has worn down exposing live wires, electricity can be conducted from these. Longer cables are at a higher risk of being damaged and there is more resistance with longer wires making them more at risk of overheating. Damaged plugs create a risk that some of the safety features may be broken. Water conducts electricity and can cause energy from the circuit to flow trough it creating a fire and electrocution risk. Metal objects in sockets have the same dangers.

2.3: understand the uses of insulation, double insulation, earthing, fuses and circuit breakers in a range of domestic appliances

Insulation


Insulation is when a non-conductor of electricity such as plastic or rubber is used as the casing for an appliance rather than a conductor. A non-conductor is called an insulator.


Double Insulation


Double insulation is when none of the electric parts of an appliance can be touched by the user; as well as the wiring being insulated, the outer casing of the appliance is also made of an insulating material such as plastic.

Earthing


When an airplane is flying, it picks up electrical charges. When it lands, the plane is immediately earthed so that the electrical charges can escape the plane into the ground. If the plane was not earthed, there is a risk of the electrical charges igniting the fuel.

Fuses


A fuse is a safety device with a thin wire inside it. The wire has a low melting point. The fuse will blow if the wire gets too hot. This will shut down the circuit


Circuit Breakers


If the circuit overheats, the circuit breaker opens, breaking the circuit.

2.4: understand that a current in a resistor results in the electrical transfer of energy and an increase in temperature, and how this can be used in a variety of domestic contexts

As a resistor slows down the movement of electrons, the kinetic energy that was moving them is converted into heat energy. This can be used, for example, in hair dryers or heaters.

2.5: know and use the relationship:

power = current × voltage


P = I × V


apply the relationship to the selection of appropriate fuses

power = current × voltage 
P = I × V 

power = current × voltage


P = I × V

2.6: use the relationship between energy transferred, current, voltage and time:

energy transferred =


current × voltage × time


E = I × V × t

energy transferred = current × voltage × time


E = I × V × t

2.7: understand the difference between mains electricity being alternating current (a.c.) and direct current (d.c.) being supplied by a cell or battery.

Direct current flows in one direction only. It is supplied by cells and batteries. It comes out as a straight line on an oscilloscope.




Alternating current changes from one direction to another rapidly. Mains electricity is alternating.

2.8: explain why a series or parallel circuit is more appropriate for particular applications, including domestic lighting

In a series circuit everything is connected on one line. This means that the voltage is shared out between every component: this makes it useful for supplying low power things like fairy lights.


In a parallel circuit different components are connected separately to the supply. This means that of one component breaks the others can continue being powered as the whole circuit is still functioning, this makes it practical to use. It is also good for charging higher power things as the potential difference is equal all over a parallel circuit so each component receives the full voltage.

2.9: understand that the current in a series circuit depends on the applied voltage and the number and nature of other components

The current in a series circuit is the same through out all parts of the circuit. It is worked out using the equation I= V/R. So its the total of the voltages received by the components divided by the total of all the components resistances.

2.10: describe how current varies with voltage in wires, resistors, metal filament lamps and diodes, and how this can be investigated experimentally

If you increase the resistance the current will decrease. Resistors, metal filament lamps and diodes all create resistance in a circuit and so will decrease the current.This can be investigated using an ammeter and measuring the current with and without these components, or with different voltage levels (measured by voltmeter.)

2.11: describe the qualitative effect of changing resistance on the current in a Circuit

Increasing the resistance will decrease the current. This can be achieved by adding more components or ones with higher resistance.


Decreasing the resistance will increase the current. This can happen if components are removed or replaced by those with lower resistance.

2.12: describe the qualitative variation of resistance of LDRs with illumination and of thermistors with temperature

An LDR is a light dependent resistor. Its resistance changes with the intensity of light: the brighter it is the less resistance; the less light the more resistance.


Thermistors are temperature dependent resistors. In hot conditions there will be less resistance where as in the cold the resistance is high.

2.13: know that lamps and LEDs can be used to indicate the presence of a current in a circuit

For an LED to light up there must be a current in a circuit. If a LED is in a circuit but not emitting light then there must be no current. If an LED is illuminated then it will have a current flowing through it. By this we know that if the LED in our circuit is shining then there is a current, if it isn't then we don't.

2.14: know and use the relationship between voltage, current and resistance:

voltage = current × resistance


V = I × R

voltage = current × resistance
V = I × R

voltage = current × resistance


V = I × R

2.15: understand that current is the rate of flow of charge

Current is the rate at which charge is flowing through a circuit.'


It is like the flow of water through a set of pipes'

2.16: know and use the relationship between charge, current and time: charge = current × time Q = I × t
charge = current × time
Q = I × t

charge = current × time


Q = I × t

2.17: know that electric current in solid metallic conductors is a flow of negatively charged electrons

Electric current is a flow of electrons, so when there is an electric current in a metal, the electrons in the metal are flowing.

2.18: understand that: voltage is the energy transferred per unit charge passed the volt is a joule per coulomb.

Often people think of voltage as if it were something pushing current through a circuit, which is helpful, but more accurately its the energy transferred per unit of charge passed.


The unit volt is a joule per coulomb. These are things that simply need to be learnt.

2.19: identify common materials which are electrical conductors or insulators, including metals and plastics

Electrical conductors are materials that allow a current to pass through them. To do this they need to have 'free' electrons, because current is a flow of electrons. Metals have free electrons because of the way they are bonded (atoms and electrons within a lattice) this means they are good electrical conductors.


Plastics are polymers which are bonded in a way that means electrons aren't free and so can't move. No flow of electrons means no electric current so they are insulators.

2.20: describe experiments to investigate how insulating materials can be charged by friction

Get a polyethene rod and rip up some small pieces of paper; the rod will have no effect on the paper.


Rub the polyethene rod with a cloth, now the rod will attract the pieces of paper, this is because it now has a charge they are attracted to.

2.21: explain that positive and negative electrostatic charges are produced on materials by the loss and gain of electrons

If two materials are rubbed along each other one will gain electrons from the other.The one that has gained electrons has a negative charge. The one that has lost electrons will have a positive charge. The charges are electrostatic because they are not flowing.

2.22: understand that there are forces of attraction between unlike charges and forces of repulsion between like charges

Opposite forces attract.


Similar forces repel.

2.23: explain electrostatic phenomena in terms of the movement of electrons

Electrostatic phenomena is an event where static electricity has a specific effect: for example a static shock. Electrons move from one material to another, the material with a negative charge will then look for some way to earth its charge: like clouds through lightening or a car through your hand and body.

2.24: explain the potential dangers of electrostatic charges, eg when refuelling aircraft and tankers

When a large electrostatic charge builds up it can create a spark. When refuelling vehicles the fuel rubbing along the pipe can cause an electrostatic charge, if this sparks if could ignite the fuel causing a fire or explosion. (This can be avoided if the charge is brought to earth by a wire attached to the plain or tanker)

2.25: explain some uses of electrostatic charges, eg in photocopiers and inkjet printers.

There are some events in which having two objects of opposite charge is very useful. An example of this is in photocopiers and inkjet printers where the ink is given a charge, and the parts of the paper where it's wanted is given the opposite charge, so that the ink is automatically attracted to the right parts of the paper.

Unit P3

Waves

3.1: use the following units: degree (°), hertz (Hz), metre (m), metre/second (m/s), second (s).

Degrees (°): a measurement of an angle or temperature (in this context angle)


Hertz (Hz): Cycles per second


Metre (m): the metric measure for distance


Metre/Second (m/s): measure of speed, how many metres you go in a second


Second (s): unit of time

3.2: understand the difference between longitudinal and transverse waves and describe experiments to show longitudinal and transverse waves in, for example, ropes, springs and water

Transverse


- Vibrations (oscillations) go up and down along the line of travel


- Light and electromagnetic waves travel in this way


- If you drop something in water the waves move up and down as they travel outwards


- If you lie a piece of string on a table and move one end up and down, the movement will pass through the object to the other end.

Longitudinal


- The vibrations are in the same direction as the line of travel


- Sound waves travel in this way


- Compressions are where vibrations are close together, rarefactions are where they are more spread out


- If you push one end of a stretched spring the compression will move down the spring.

3.3: define amplitude, wavelength, frequency and period of a wave
Amplitude
As a wave vibrates to either side of the direction of travel, the amplitude is the distance between the line of the direction of travel and the furthest point the it vibrates away from the line

Amplitude


As a wave vibrates to either side of the direction of travel, the amplitude is the distance between the line of the direction of travel and the furthest point the it vibrates away from the line

Wavelength
The distance between one point on a wave and the same point on the next wave; usually the point from the top/bottom of one wave (peak/trough) to the top/bottom of the next.

Wavelength


The distance between one point on a wave and the same point on the next wave; usually the point from the top/bottom of one wave (peak/trough) to the top/bottom of the next.

Frequency


The number of waves per second, it is measured in Hertz (Hz). You can think of it as how quickly the waves are travelling.


Period of a wave


Time taken for the source to produce one complete wave.

3.4: understand that waves transfer energy and information without transferring matter

Waves are able to transfer energy and information without transferring matter. For example, if you are pushing a swing, you are able to transfer energy to it without expelling any of your body matter.

3.5: know and use the relationship between the speed, frequency and wavelength of a wave:

v = f × λ

wave speed = frequency × wavelength
v = f × λ

wave speed = frequency × wavelength


v = f × λ

3.6: use the relationship between frequency and time period: T= 1/f
Frequency= 1/ time period
f=1/T

Frequency= 1/ time period


f=1/T

3.7: use the above relationships in different contexts including sound waves and electromagnetic waves

Manipulate these equations to answer questions that may ask in a different order; use the triangle method.

3.8: understand that waves can be diffracted when they pass an edge
As this diagram shows, when a wave hits an edge, as it carries on it spreads out into the space beyond the edge. This happens with radio waves and hills, and water and islands.

As this diagram shows, when a wave hits an edge, as it carries on it spreads out into the space beyond the edge. This happens with radio waves and hills, and water and islands.

3.9: understand that waves can be diffracted through gaps, and that the extent of diffraction depends on the wavelength and the physical dimension of the gap.
Diffraction can happen through a gap, when waves go through a narrow space, on continuing they spread out again. The smaller the gap, in comparison to the wave length, the larger the diffraction.

Diffraction can happen through a gap, when waves go through a narrow space, on continuing they spread out again. The smaller the gap, in comparison to the wave length, the larger the diffraction.

3.10: understand that light is part of a continuous electromagnetic spectrum which includes radio, microwave, infrared, visible, ultraviolet, x-ray and gamma ray radiations and that all these waves travel at the same speed in free space

The electromagnetic spectrum is a range of different frequency waves, one section of the spectrum is visible light (light we can see.) All of the waves in the electromagnetic spectrum travel at the same speed when they are in a vacuum.


E = mc²

3.11: identify the order of the electromagnetic spectrum in terms of decreasing wavelength and increasing frequency, including the colours of the visible spectrum
As you fo up the electromagnetic spectrum the wavelength decreases and frequency increases

As you fo up the electromagnetic spectrum the wavelength decreases and frequency increases

3.12: explain some of the uses of electromagnetic radiations, including:


- Radio waves: broadcasting and communications


- Microwaves: cooking and satellite transmissions


- Infrared: heaters and night vision equipment


- Visible light: optical fibres and photography


- Ultraviolet: fluorescent lamps


- X-rays: observing the internal structure of objects and materials andmedical applications


- Gamma rays: sterilising food and medical equipment

3.13: understand the detrimental effects of excessive exposure of the human body to electromagnetic waves, including:


- Microwaves: internal heating of body tissue


- Infrared: skin burns


- Ultraviolet: damage to surface cells and blindness


- Gamma rays: cancer, mutation and describe simple protective measures against the risks.

Microwaves


- internal heating of body tissue


- this can damage cells if they overheat


Infrared


- skin cells are damaged by overexposure, burns


Ultraviolet


- damage to surface cells and blindness


- can damage receptor cells in the retina


Gamma rays


- can cause cells to change their arrangement or mutate causing cancer

3.14: understand that light waves are transverse waves which can be reflected, refracted and diffracted

Reflection


Light hitting a reflective surface will 'bounce' back from at the same angle they hit the surface


Refraction


Light waves change speed when they pass through objects of different densities, (i.e. air and glass) this causes them to change direction.


Diffraction


When light meets a barrier, it will carry on through the gap and spread out in the area beyond.

3.15: use the law of reflection (the angle of incidence equals the angle of reflection)

The angle of incidence is the angle that light hits a mirror; it is taken between 90 degrees from the mirror and the incidence wave (the wave that hits the mirror.) The angle of reflection is the angle that light leaves the mirror; it is taken between 90 degrees from the mirror and the angle of reflection. The angle of incidence is always the same as the angle of reflection.

3.16: construct ray diagrams to illustrate the formation of a virtual image in a plane mirror
Mirror - a straight line with hatchings
Incident Ray - line with arrows pointing towards the mirror
Reflection ray - line with arrows pointing away from the mirror.
Image - Where the reflection appears to be behind the mirror, dashed line.

Mirror - a straight line with hatchings


Incident Ray - line with arrows pointing towards the mirror


Reflection ray - line with arrows pointing away from the mirror.


Image - Where the reflection appears to be behind the mirror, dashed line.

3.17: describe experiments to investigate the refraction of light, using rectangular blocks, semi-circular blocks and triangular prisms.

- Place a block of glass on a piece of paper, drawing an outline.


- At one point, draw the normal line.


- Draw a line at 30 degrees to the normal line, shine a ray of light down this line.


- Draw a line where the light comes out the other side.


- Connect the two lines, this is the refracted ray


- Measure the angle of the emergent ray.


- Repeat for different shaped glass.

3.18: know and use the relationship between refractive index, angle of incidence and angle of refraction.

Refractive index= sin (angle of incidence)/ sin (angle of reflection)




n= sin(i) / sin(r)

3.19: describe an experiment to determine the refractive index of glass, using a glass block

Shine a ray of light through a glass block, measure the angle of incidence and the angle of refraction.


Do sin(i) divided by sin(r) and you will have the refractive index of glass.

3.20: describe the role of total internal reflection in transmitting information along optical fibres and in prisms
Beyond the critical angle, light will be reflected back into the medium they came from at the same angle. In this way they are trapped in the medium. By reflecting light past its critical angle you can make it travel through a medium to send info...

Beyond the critical angle, light will be reflected back into the medium they came from at the same angle. In this way they are trapped in the medium. By reflecting light past its critical angle you can make it travel through a medium to send information: this is done in optical fibres.

3.21: explain the meaning of critical angle c

When light travels from one medium to another it is refracted; it changes angle due to change in density.


Past a certain angle the light will simply be refracted back into the medium it is in, this angle is the critical angle.

3.22: know and use the relationship between critical angle and refractive index

sin(critical angle) = 1/refractive index




sin(c)= 1/n

3.23: understand the difference between analogue and digital signals
3.24: describe the advantages of using digital signals rather than analogue signals

Radios may crackle or internet may looses connection. This effects analogue signals badly as each time it is amplified the noise also gets amplified, this alters the signal making it hard or impossible to identify as the original signal.In digital signals any noise picked up is likely to be of a smaller amplitude than that if the on state, this means something receiving it will ignore the noise as it is neither on nor off, this makes them less likely to be distorted.

3.25: describe how digital signals can carry more information


Quantisation


Quantisation is the process of rounding multiple values in a signal to a smaller set. This means more information can be packed into a smaller space. With digital signals very little information is lost but with analogue a lot of information is lost. The red line is the original signals and the black line is after it's been quantised. As you can see a lot of information is lost when this occurs. With digital signals more information can be packed in and less information is lost.

Multiplexing


Many digital signals can be sent down 1 wire with little interference. On the other hand analogue signals receive large amounts of interference so cannot be sent down the same wire.

Unit P4

Energy Resources & Energy Transfer

4.1: use the following units: kilogram (kg), joule (J), metre (m), metre/second (m/s), metre/second² (m/s²), newton (N), second (s), watt (W).

Kilogram (kg): the metric way of measuring weight


Joule (J): energy


Metre (m): the metric measure for distance


Metre/Second (m/s): this is a measure of speed; it is how many meters you go in a second


Metre/second² (m/s²): this is a measure of acceleration


Newton (N): a newton is a measure of force


Second (s): unit of time


Watt (W): power

4.2: describe energy transfers involving the following forms of energy: thermal (heat), light, electrical, sound, kinetic, chemical, nuclear and potential (elastic and gravitational)

Energy can change from one form to another, and frequently does. Some examples include: Chemical energy in food turns into kinetic energy for movement; Electrical energy in a circuit turns into heat energy in a resistor; Kinetic energy in your muscles turns into sound energy from you voice. Elastic potential energy in a taut rubber band turns into kinetic energy when it sails through the air.

4.3: understand that energy is conserved

Energy can never be lost, only transferred. Energy will always carry on, just in a different form.


For example, when you switch on a light, you are not loosing energy from a battery (chemical), you are just converting it to light energy.

4.4: know and use the relationship: Efficiency = (useful energy output) ÷ (total energy input)

Efficiency is how efficient a thing is, it is a decimal.

4.5: describe a variety of everyday and scientific devices and situations, explaining the fate of the input energy in terms of the above relationship, including their representation by Sankey diagrams
With all devices that aim to use energy for a reason, some of the energy put in to run it comes out as a non useful form of energy. The more energy that comes out as useful, the more efficient the object is. For instance, a light bulb wants to cr...

With all devices that aim to use energy for a reason, some of the energy put in to run it comes out as a non useful form of energy. The more energy that comes out as useful, the more efficient the object is. For instance, a light bulb wants to create light energy, but it creates heat at the same time.

4.6: describe how energy transfer may take place by conduction, convection and radiation

Conduction is when energy is passed from one particle to another via contact.


Convection is when particles with energy rise, the space they leave is filled by other particles. If the source of energy continues these new particles will also gain energy, they will then rise and the process will be repeated.


Radiation is when heat is transferred as infrared waves. These waves can travel through space and be conducted or reflected.


These energy transfers are all for heat energy.

4.7: explain the role of convection in everyday phenomena

Convection is helpful as it distributes heat energy. This is useful in many situations, for example, a radiator in one place will be able to heat a whole room, as hot air will rise away from it creating a current of cool air to be heated.

4.8: explain how insulation is used to reduce energy transfers from buildings and the human body

An insulator is something that is bad at conducting. If something with heat energy is surrounded by an insulator, it won't lose heat by conduction. This is true in buildings where insulating materials are put in walls and on floors to stop heat being lost from inside. This is the same in humans where we wear clothes to stop heat being lost from conduction. Air is a poor conductor, so materials with many air gaps in are also poor conductors; air trapped between double glazing prevents heat loss through windows.

4.9: know and use the relationship between work, force and distance moved in the direction of the force:

work done = force × distance moved


W = F × d

work done = force × distance moved
W = F × d

work done = force × distance moved


W = F × d

4.10: understand that work done is equal to energy transferred

Work done and energy transferred are always the same.

4.11: know and use the relationship:

gravitational potential energy = mass × g × height


GPE = m × g × h

gravitational potential energy = mass × g × height


GPE = m × g × h




Useful to think that mass, gravity and height are all things that increase GPE.

4.12: know and use the relationship:

kinetic energy = 0.5 × mass × speed2


KE = 0.5mv2

4.13: understand how conservation of energy produces a link between gravitational potential energy, kinetic energy and work

4.14: describe power as the rate of transfer of energy or the rate of doing work

4.15: use the relationship between power, work done (energy transferred) and time taken:

power = work done ÷ time taken


P = W/t