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Chapter 8 Test Review Parts of a transverse wave – Equilibrium Point AmplitudeCrest TroughWavelength – How does the medium move with respect to wave propagation?

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Presentation on theme: "Chapter 8 Test Review Parts of a transverse wave – Equilibrium Point AmplitudeCrest TroughWavelength – How does the medium move with respect to wave propagation?"— Presentation transcript:

1 Chapter 8 Test Review Parts of a transverse wave – Equilibrium Point AmplitudeCrest TroughWavelength – How does the medium move with respect to wave propagation? Parts of a longitudinal wave – Compression, rarefaction – How does the medium move with respect to wave propagation?

2 Velocity, Frequency, Wavelength, Period Velocity v = λ  f(m/s) Frequency f = v / λ (Hz) or (cycles / second) Wavelength λ = v / f(m) Period 1 / f (Hz)

3 Types of Interference Constructive – When waves “collide” resulting in an increased amplitude Destructive When waves “collide” resulting in an decreased amplitude

4 Reflection Reflection – bouncing of waves off of a surface Law of reflection – angle of incidence = angle of reflection

5 Refraction Refraction- bending of light when travelling from one medium to another – Velocity decreases when travelling from less dense medium to a more dense medium – Velocity increases when travelling from more dense medium to a less dense medium (n) Index of refraction n = c / v

6 Snell’s Law n 1 sinθ 1 = n 2 sinθ 2 Use sin -1 to determine unknown angle Angles need to be in reference to the normal. Light that speeds up bends toward the normal, light that slows down bends away from the normal

7 Critical Angle and Total Internal Reflection TIF – Light will not escape the medium if it is refracted at an angle of 90° Critical angle – the angle of incidence that causes 90° refraction n 1 sinθ 1 = n 2

8 Diffraction Diffraction- the splitting of waves around an object


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