Use Semicircular Blocks to Show Total Internal Reflection Flashcards

1
Q

What does light going from a material with a higher refractive index to a material with a lower refractive index do?

A

Speed up and so bends away from the normal e.g when travelling from glass into air

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2
Q

What happens if you increase the angle of incidence?

A

The angle of refraction gets closer and closer to 90°

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3
Q

What does the angle of incidence eventually reach?

A

A caricias angle for which r = 90°

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4
Q

What is the light refracted right along?

A

The boundary

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5
Q

What do you get above this critical angle?

A

The total internal reflection - no light leaves the medium

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6
Q

What does an experiment to demonstrate this use?

A

A semicircular block instead of a rectangular one

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7
Q

What is the incident light ray aimed at?

A

the curved edge of the block so that it always enters at right angles to the edge.

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8
Q

What does this mean?

A

it doesn’t bend as it enters the block, only when it leaves from the straight edge

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9
Q

How do you investigate the critical angle, C?

A

Make the positions of the rays and the block on paper and use a protractor to measure I and r for different angles of incidence

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10
Q

Less than the critical angle?

A

Most of the light passes out but a little bit is internally reflected

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11
Q

Equal to critical angle?

A

The emerging ray comes out along the surface. There’s a lot of internal reflection

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12
Q

Greater than critical angle?

A

No light comes out. It’s all internally reflected I.e total internal reflection

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13
Q

Check out diagram page 35

A

Ok

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