## Wavelength |

For any periodic wave the wavelength is the distance from a given point in the wave to the corresponding point in the next cycle of the wave, frequently represented by the Greek letter lambda (λ). It may also be thought of as the distance the sound travels in one cycle or period.

See: Diffraction, Doppler Effect, Eigenton, Oscillation, Parabolic Reflector, Reflection, Resonator, Sound Shadow, Sound Wave, Standing Waves, Ultrasonic.

The velocity *v* of sound (see speed
of
sound) in any medium equals the frequency *f* times the
wavelength (v = f.λ). Similarly if the velocity and frequency are
known, the wavelength may be determined by dividing the velocity by the
frequency (λ = v / f). See chart below.

Some examples of the wavelengths of various frequencies are:

lowest audible C |
16.4 Hz |
69 feet |

lowest C on piano |
32.7 Hz |
34 feet 6 inches |

middle C on piano |
261 Hz |
4 feet 3 inches |

violin A string |
440 Hz |
2 feet 6 inches |

C four octaves above middle C |
4,186 Hz |
3.25 inches |

highest audible tone |
20,000 Hz |
.68 inches |

Scales for wavelength to frequency conversion for the speed of sound in air of 343 m/sec.