- #1
Clueless
- 26
- 2
This is what I am pondering about: At high altitudes, it makes sense that lower temperatures will correspond with velocity of sound traveling through the air at higher altitudes. With lower temperatures the movement of the gas molecules will slow down, making it more difficult for sound to travel through this medium (I am aware that I might be too general in my explanation).
But a formula I came across - ## c_s = \sqrt (\frac{\gamma*k*T} {m}) ## - where ## \gamma ## is the adiabatic exponent, ## k ## Boltzmann's constant, ## T ## the temperature, and ## m ## the mass, seems to indicate to me that there is another variable, ## m ## to consider.
So how could mass of the air affect sound's velocity as it passes through? I don't know. I suppose the mass of the air correspond with the number of air molecules as well as what the air is made up with. Does increasing the number of air molecules decrease the speed of sound? If so, how? Do more particles make it more difficult for energy to travel? If so, why?
PS I apologize if I am asking way too many questions...please tell me so if this is the case!
But a formula I came across - ## c_s = \sqrt (\frac{\gamma*k*T} {m}) ## - where ## \gamma ## is the adiabatic exponent, ## k ## Boltzmann's constant, ## T ## the temperature, and ## m ## the mass, seems to indicate to me that there is another variable, ## m ## to consider.
So how could mass of the air affect sound's velocity as it passes through? I don't know. I suppose the mass of the air correspond with the number of air molecules as well as what the air is made up with. Does increasing the number of air molecules decrease the speed of sound? If so, how? Do more particles make it more difficult for energy to travel? If so, why?
PS I apologize if I am asking way too many questions...please tell me so if this is the case!