The_Wave_Nature_of_Light

Gap-fill exercise

Fill in all the gaps.
   λ      1000      90      adjacent      angle      atmosphere      black      Blue      coherent      combined      constructive      d      decreasing      destructive      diffracted      diffraction      Diffraction      dispersion      electric      grating      Green      heat      Increasing      interference      inverted      light      lines      magnetic      millimetres      Night-Vision      one      order      oscillating      parallel      photographic      plane      primary      prism      rainbows      Red      reflected      Refractive      secondary      separating      Slits      straight      Sunglasses      transparent      transverse      vibrates      Violet      wavelength      wavelengths      waves      white      Yellow      Young   
The Wave Nature of Light

The English Physicist Thomas proved that light was made of .

To Demonstrate the Wave nature of Light (Young’s Experiment)

A laser is used as it is a monochromatic light source (light that is not a mixture of different ).

To show the Wave nature of Light

Shine light from the laser on to Young’s Slits .

It undergoes at each of the slits and both act as two sources.

On the screen (where light from each overlaps) and occurs.

The result is that a series of bright lines are seen either on the screen.

Conclusion: The fact that light undergoes and Interference tells us that light travels as a wave.

Interference Colours can be seen on petrol films and soap bubbles, due to the of light waves which have been from the different interfaces.

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The Diffraction Grating

A diffraction grating consists of a piece of material on which a very large number of opaque () parallel lines are engraved.

The distance between two slits is referred to as ‘the slit width’ or ‘the constant’. its symbol is .

In general, if a grating has n lines per mm therefore d = 1/ n

or

if a grating has n lines per m therefore d = 1/ n metres

In the exam you will often be told in a question that the grating has n lines per mm,

so multiply by to get the number of lines per metre, then just invert to get d, the grating constant.


Formula for a diffraction grating

n λ = d Sin θ

n = (first order, second order etc.)
λ =
d = distance between (slit width)
θ = between through position and the order in question.


Polarisation

A Polarised wave is a wave which in one only.

To Demonstration Polarisation using two polaroids

• Light from an incandescent source (something which emits light when heated) is unpolarised, i.e. the and fields are in many different planes.
• If light from such a source is passed through a substance called a Polaroid the emerging rays are now polarised, i.e. oscillate in plane only.
• If this light is then passed through a second polaroid, it only gets through if the second polaroid is to that of the first.
• If the second polaroid is then rotated through degrees, no light gets through.

Note: only waves can be polarised so the fact that light can be polarised shows that is a transverse wave.

Applications: , Stress Polarisation (used to detect faults or stresses in materials)

Dispersion

Dispersion is the out of the different colours present in light.

Dispersion can be brought about by either a or a grating.

Dispersion is the principle behind the array of colours seen in , polished gemstones and on surface of CDs.

Dispersion due to a Diffraction Grating

A Diffraction Grating causes because from the formula n λ = d Sin θ if is different, θ will be different,

i.e. different colours are by different amounts.

From this we can see that the colour with the largest wavelength () gets deviated the most.

Dispersion due to a Prism

A Prism causes dispersion because the Index of the medium is slightly different for different wavelengths, therefore each gets refracted (bent) by a different amount.

In this case Blue gets deviated the most.

Recombination

If a given prism is used to disperse white light, a second identical – - prism can be used to recombine the components back into light
.
Primary and Secondary Colours

Primary Colours

The primary colours are three colours such that when in equal intensity produce light.

The three primary colours are , Green and .

Secondary Colours

When two colours are mixed in equal intensity, the colour formed is a colour.

, Cyan and Magenta are the three secondary colours.

Complementary Colours

Complementary colours are pairs of colours consisting of a and a colour, such that when combined they give light
.
The fact that any given colour can be produced from a combination of the three primary colours means that only these three coloured-bulbs are needed in televisions or in Stage Lighting kits.

The Electromagnetic Spectrum

Frequency → going from left to right

Radio Micro Infrared Visible Ultraviolet X-ray Gamma ( Different to book )

Going left to left ← Wavelength

All Electromagnetic waves travel at the speed of and undergo typical wave properties such as and diffraction.

The colours of visible light (in order of increasing frequency) are , Orange, Yellow, , Blue, Indigo, .

Red has the lowest frequency and Blue one of the highest

Ultra-Violet Radiation

Characteristics

1. Is an electromagnetic wave
2. Causes objects to fluoresce
3. Can be detected by plating


Infra-Red Radiation

Characteristics

1. Is an electromagnetic wave

2. Can be detected with a -sensitive camera e.g. ‘night-vision’ cameras.

Applications of Infra-Red technology

Infra-red camera (used in goggles)

The Greenhouse Effect

The Earth receives energy from the Sun in the form of radiation, most of which is in the visible wavelength region and which passes through the Earth’s atmosphere on the way to the planet’s surface. Some of this radiation then gets (re-radiated) off the surface of the Earth as infra-red radiation. Much of this radiation, which would otherwise radiate back out to space, gets absorbed by the (by carbon dioxide, water vapour and methane) and as a result the heats up.



Mandatory Experiment:


To Measure the wavelength of Light