This topic accounts for approximately 14% of your exam marks.
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Stable14%
Wave equation (v = fλ), transverse vs longitudinal and EM spectrum properties tested consistently.
Wavefronts and rays
A wavefront is a line joining all the points of a wave that are currently in step (for example, every point at the top of its peak)
Wavefronts are usually drawn from above, like contour lines on a map:
Closely spaced wavefronts indicate a short wavelength
Widely spaced wavefronts indicate a long wavelength
A ray is an arrow drawn perpendicular to the wavefronts, showing the direction of travel of the wave
Amplitude
The amplitude (A) of a wave is the distance from the undisturbed (rest) position to either a peak or a trough, not the full peak-to-trough height
Amplitude is measured in metres (m)
The amplitude of a wave is a measure of how much energy it carries; a wave with twice the amplitude transfers roughly four times the energy in the same time
Wavelength
The wavelength (λ) of a wave is the distance from one point on the wave to the same point on the next wave:
in a transverse wave, peak-to-peak (or trough-to-trough)
in a longitudinal wave, centre of one compression to centre of the next
Wavelength is measured in metres (m) and uses the Greek letter lambda (λ)
Frequency
The frequency (f) of a wave is the number of complete waves that pass a fixed point each second
Frequency is measured in hertz (Hz); 1 Hz = one wave per second
A wave with a higher frequency carries more energy per second (for the same amplitude and medium)
Period
The period (T) of a wave is the time taken for one complete wave to pass a fixed point
Period is measured in seconds (s)
Frequency and period are reciprocals of one another:
f = 1 / T and equivalently T = 1 / f
A labelled transverse wave diagram showing one wave drawn against a horizontal time-or-distance axis with amplitude, wavelength and period annotations, plus a labelled rest-position line