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Published byPhilip Hood Modified over 9 years ago
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Waves
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In order to understand Waves, lets think about water waves
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Waves are temporary displacement in something, in this case water. The water starts off level. This is the Equilibrium Point. Everything is balanced.
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As the energy the waves carry increases, the amount of displacement increases.
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The maximum amount of displacement is called The Amplitude
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The amplitude is measured from the equilibrium point Amplitude This means it is equal both above and below
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The distance between peaks is called The Wavelength
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Wavelength This can be measured between any like parts of a wave
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Waves are of course travelling Although the matter itself doesn’t move far
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We can measure how many waves pass in a bit of time This is the wave’s frequency and normally measured in hertz - how many per second -
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We can also measure how long it takes for one wave to pass a point This is the waves period and normally measured in seconds
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If we know how long one wavelength is and we know how many waves there are per second We can calculate the length per second – or speed of the wave
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This is done using the wave equation: c = λ f where c=Wave speed in metres per second, m/s λ=Wavelength in metres, m f=Frequency in Hertz, Hz
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For example: If a wave has a wavelength of 10 m and frequency of 4 Hz, what is its wave speed? 1. Cover what you want to find c = f x λ 2. Write down what’s left 3. Substitute in numbers c = 4 x 10 4. Calculate answer c = 40 m/s 5. Add units
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For example: If a wave has a wave speed of 5 m/s and frequency of 10 Hz, what is its wavelength? 1. Cover what you want to find λ = c / f 2. Write down what’s left 3. Substitute in numbers λ = 5 / 10 4. Calculate answer λ = 0.5 m 5. Add units
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For example: If a wave has a wave speed of 10 m/s and wavelength of 4 m, what is its frequency? 1. Cover what you want to find f = c / λ 2. Write down what’s left 3. Substitute in numbers f = 10 / 4 4. Calculate answer f = 2.5 Hz 5. Add units
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There are two types of wave Transverse Displacement is at right angles with the direction that the wave is travelling Direction of wave
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and Longitudinal Displacement is in line with the direction that the wave is travelling Direction of wave
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