WAVES · PATTERNS · DISCOVERY
Ripple Tank Lab.
Frequency sets the rhythm. Water depth sets the model wave speed. Amplitude controls the displacement.
YOUR WAVE TANK
Top view · 120 cm × 72 cmRun the waves. Pause a pattern. Take a closer look.
Spatial measurement
Wavefront ruler
Ruler estimate, λ —
Run and pause the waves, then place A and B on matching crests. Divide their separation by the number of complete gaps. This estimate depends on your placement.
Point measurement
Displacement–time probe
The trace samples the water here. Expected period = 1 ÷ source frequency.
Peak |displacement| 0.00Expected period 0.50 s
MODEL PREDICTIONS & EXPLANATIONS
Reveal the physics
Model values for the surrounding water.
- Frequency, f
- 2.00 Hz
- Expected period, T
- 0.500 s
- Model speed, v
- 24.0 cm s⁻¹
- Model wavelength, λ
- 12.0 cm
What to notice
Wavefronts join points at the same phase. The wave travels at right angles to them; the water itself oscillates locally.
Discuss it
Increase frequency without changing depth. Which quantity must change, and which stays constant?
Key terms
Key terms in this scene
CorePractical & teacher lens
Freeze the pattern and measure across several wavelengths. In a real tank, reflections, parallax and broad crests all add uncertainty.
What the model represents
Colour is vertical displacement, not depth. This is an idealised two-dimensional wave model: real ripple tanks also show viscosity, dispersion and imperfect boundaries.
