Sound travels as a pressure wave through a medium. The speed at which it moves depends mainly on how tightly packed the particles are and how stiff the medium is. In general:
The speed of sound is given by the equation:
\$v = \sqrt{\dfrac{B}{\rho}}\$
where \$B\$ is the bulk modulus (stiffness) and \$\rho\$ is the density. Solids have a high bulk modulus and relatively low density, giving a high speed. Gases have a low bulk modulus and low density, resulting in a lower speed.
| Medium | Speed (\$m/s\$) |
|---|---|
| Air (sound in air) | ≈ 343 |
| Water (sound in water) | ≈ 1482 |
| Steel (sound in steel) | ≈ 5100 |
Imagine a marching band moving through three different places:
Just as the band’s speed changes, so does the speed of sound in different media.
Sound travels fastest in solids, slower in liquids, and slowest in gases. This order is due to the increasing stiffness and decreasing density from solids to gases.