Jonny6001 wrote:The frequency of a spring is given by (1/2pi)*(k/m)^0.5 where K is the stiffness and M is the mass. We can apply this to a gas like air since it is effectively a bundle of masses separated by springs.
When we apply it to air the stiffness becomes the air pressure and the mass becomes the air density, you can imagine a higher pressure chamber of air has more stiffness.
This formula's been bugging me for a while now... Replacing stiffness with pressure and mass with density is dimensionally inconsistent. The substitution's dimension is [L/T] as opposed to [1/T].
Jonny6001, something's missing in the formula. Please fill us in if you can.