wkrepelin said:
The_Healer said:
So, what amount of vibration is a degree celsius?
As has already been stated, you can't really translate temperature into energy/vibration/something directly; you need to nail down a bunch of other factors before you can say something meaningful about the effect of temperature change.
Ahem. *Straightens lab coat, produces blackboard from thin air*
[EDIT: also see the post above, as a professional physicist Blalien is probably a lot less rusty on this stuff.]
Consider the law of ideal gases: PV = NkT, where P and V are the pressure and volume of the gas, N is the number of gas molecules, T is the temperature and k is Boltzmann's constant, ≈ 1.38*10^-23 J/K (J is for Joule, energy and K is for Kelvin, temperature)
This really only applies to ideal gases which are impossible in reality, won't get into why - suffice it to say that they behave in a much simpler manner than real gases. But, for the sake of argument, let's assume that we're dealing with an ideal gas, so we can use the equation.
If we keep the amount of gas (N) constant and change the temperature, the value of the right side changes - let's say we increase the temperature by 1°C (= 1 K), so the value NkT increases. The left side then needs to increase (or decrease as the case may be) to still fulfill the equality. If the volume is constant, the pressure must then increase (heat a gas tube, and the pressure inside will increase - until it go boom!); if the pressure is constant, the volume must increase (hot air in atmospheric pressure expands, which as you know is the how of balloons =)).
(And if neither are constant it turns into a little headache)
In summary, you need to keep everything except the temperature and *one* other factor at a set value, then you can correlate a change in that other factor, dependent on the temperature.
So there ya go ... if you think this sounds complicated, I can't recommend getting a physics textbook. They're generally worse

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