Enter tube dimensions, boundary type, and a sound-speed model. Then calculate harmonics and export the table for lab notes.
A resonance tube supports standing waves. The frequency depends on sound speed v and effective length Leff.
- Open–Open tube:
fn = n v / (2 Leff), wheren = 1,2,3,... - Open–Closed tube:
fn = (2n−1) v / (4 Leff), wheren = 1,2,3,... - Wavelength:
λ = v / f
Effective length includes an end correction: Leff = L + ΔL. A common approximation for an open end is ΔL ≈ 0.6r, with r = D/2.
- Enter the tube length and diameter using your lab units.
- Select the boundary condition: open–open or open–closed.
- Pick a sound-speed method: temperature or direct entry.
- Choose end correction: automatic, manual, or none.
- Set how many resonant modes you want to compute.
- Press Calculate to show results above the form.
- Use Download CSV or Download PDF for reports.
Sample values for a quick check. Real experiments may vary.
| Tube type | L (m) | D (m) | T (°C) | ΔL auto (m) | f1 (Hz) | f2 (Hz) |
|---|---|---|---|---|---|---|
| Open–Open | 0.50 | 0.03 | 20 | 0.018 | ~335 | ~670 |
| Open–Closed | 0.50 | 0.03 | 20 | 0.009 | ~170 | ~509 |