Water waves are transverse waves.
- (a)Underline two other examples of transverse waves. seismic P-waves seismic S-waves sound X-rays[1]
- (b)(i)Fig. 5.1 shows a wooden bar and a glass block in a ripple tank. The depth of water in the tank is less than the height of the glass block. [Figure 5.1] The wooden bar moves up and down once every 0.15s to create the crests. The speed of the water wave is 27cm/s. Calculate the frequency and the wavelength of the wave. frequency = ................................................. Hz wavelength = ................................................. cm[3]
- (b)(ii)The wave diffracts at the right-hand edge of the glass block. On Fig. 5.1 draw two crests after they pass the glass block to show the diffraction.[2]
- (b)(iii)Describe how a wave with a smaller wavelength is made with the wooden bar.[1]
- (b)(iv)Describe how a decrease in wavelength affects the diffraction.[1]
Mark scheme
Marking points from the official mark scheme (May/June 2023). The mark or mark type is shown in brackets.
- [B1] seismic S-waves and X-rays
- [C1] (wavelength = ) v/ f in any form or (distance =) vt or f = 1 / T or 1/0.15
- [A1] frequency 6.7 (Hz)
- [A1] wavelength 4.0 (cm)
- [B1] straight wavefronts above block to the right with same wavelength
- [B1] correct diffraction – wavefronts quarter circles with centre at top corner
- [B1] increase frequency of movement of (wooden) bar
- [B1] less diffraction or less bending
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