Presumably, they do this at some rate that's determined by their inertia and the nature of the elasticity (much like the executive toy has a natural speed of operation dependent on the mass of the balls and length of the strings)
Where did you read this.. Its not true at all.. I'm not sure exactly how the speed of sound varies with temperature compared to pressure, but if the temperature is the same, the speed of sound will be higher in the denser gas..For example, if air is compressed but, keeps the same temperature, the speed of sound remains the same..
Very good point, and well stated..I am a little uncomfortable with molecules at rest. Try not displaced by an outside force, or in Equiblium.
Yea, they move with respect to each other, but an air mass as a whole, reacts to external forces as a whole.. Don't get me wrong, you can also analyze the movements of individual particles, but if you analyze the movement of alot of them you'll see definate patterns..But, there are other effects that suggest that the air molecules are always in motion (and thus presumably continually interacting with their neighbors) due to, if nothing else, thermal effects.
You know how I was saying an air mass can be thought of as a particle in some sense.. Well as it gets hotter, it acts less like a particle than when its cold.. Hot particles in an air mass have more of a mind of their own than cold ones.. In a way this increases the effective distance between molecules that are behaving themselves in the context of an air mass.. Heat induced motion is kind of like interference to sound induced motion.. The frequencies are vastly different though, so the interference isn't total.. (Remember temperature is a measure of the amount of molecular kinetic energy).For example, if air is compressed but, keeps the same temperature, the speed of sound remains the same...even though the molecules are closer together. By the same token, there's also something that makes the interaction between the molecules happen faster as the air gets hotter.
My link explains how sine comes in, and explains the danger of confusing it.. The particles move in a longitudinal sense, not transversely like water.. But if you plot the instantaneous particle speed, energy, the pressure, and many other variables you'll see they vary sinusoidally..Actually, the sine function is one that I can understand pretty well (once I quit listening to the teacher's gobble-de-gook about adjacent and opposite sides and realized how it's directly related to the circle). I can envision how the molecules would tend to move in a sinusoidal fashion (just as I can envision something like a pendulum doing it) but, I'm not sure how that equates to the propagation of the sound.
This is tricky to figure out for yourself, but I think you did when you started thinking springs..What I did not quite understand was how the wave can move faster then the disturbance that set it off.
One thing that jumped out at me was
For example, if air is compressed but, keeps the same temperature, the speed of sound remains the same..
Ahh ok.. The key word there is nearly.
At this point one has to be careful to keep molecules and atoms distinct.
They are not fixed in space.Are they moving 'laterally'? In other words, do they move to a different physical location to collide with adjacent molecules (as opposed to say, colliding by expanding and contracting while remaining fixed in space as a balloon will displace air as it's blown up and deflated).
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