ideal it is

To anyone who may care...
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PV=nRT. The "ideal gas law", or is it the "ideal gas" law, or "ideal" gas law? Doesn't matter. ha, matter. Niko, this is the idea that makes me think that nothing may be something. Think about it. Well, think about Bose-Einstien Condensation. Think. Think of where I am trying to get you to think to. What is Bose-Einstien Condensation? The thing that won that one dude in Boulder that one big prize and made him famous. I have been thinking SO much about the two most important concepts in math, and using these to try and explain what should happen, and what does, realistically. My Chemistry teacher said that the ideal gas law does not hold for very low temperatures, or very high pressures. Ok, so first you have to realize that this first started out as a theoretical proportionaliity. Then, when you throw the constant in there (the "n", stands for the number of mols you have in your volume, under pressue, and at a certain temprature.) it becomes an equation. A very important equation to me. SO, to think about this, you need to think about limits. K? SO get ready to think about limits, and limits only. So, remember when you asked how many times bigger 20 is than zero? And I told you it is undefined, but, when we look at the limit, it is technically infinite? Well, it is infinite. It isn't undefined, we just can't know the definition. SO, I am only referring to the:

lim C/x
x->0

So think about PV=nRT. Tell me what happens when pressure goes to zero and temperature goes to zero? First, lets move that P over to the other side, so we have V=(nRT)/P. Now tell me. It says that the numerator MUST go to zero, right? Yes, right, because zero times anything is zero. Ok, now is when we have to remember this is a PROPORTION. that means that although it went to zero, this is still a limit, which means that it doesn't quite reach it. Now, lets think. This is a proportion, and we still have that denomenator. It's limit MUST be infinite to hold with the proportion, right? That means 0/oo. What does that tell us? It tells us that when the temperature goes to zero (0 Kelvin, remember, we must use Kelvin, otherwise, nothing holds because Kelvin is the absolute scale), pressuse must go to infinity. but, the fraction is still zero, which means that V=0; SO, we have that fact that the nobel prize winners in Boulder got CLOSE, but never quite reached, zero. Now, tell me that this equation does not hold for gases, even at low temperature and high temperatures. JUST TELL ME I AM WRONG. This also opens the door to the so much more, but, this is now entirely thought. And only being thought about with what we assume as of right now (assumuing the "big bang" theory). First, there are holes which can't be filled yet, I know this, but I am just proposing this. All of this stuff really makes me a believer, at least, in something big. First, implementing the ideal gas law at with temperature at zero, we find that volume goes to zero, right? We just went through a thought proof of that. So, what if the universe started with volume of nothing? Another thing to think about it density here. This equation says nothing about mass. So, we will assume that mass is IN the equation, but, cancels out as the mass would stay the same. What is the definition of density? (denoting density as D) D=M/V, right? SO, if Volume goes to zero, and mass remains constant, our limit definition tells us that Density must go to infinity. So maybe black holes aren't don't have an infinte mass, but, instead, are just infinitely dense? This goes back to MY understanding of gravity as being more about density than mass. BUT, it still holds because density is a function of mass... Oh, and when temperature goes to zero, pressure must go to infinity also. But, lowering the temperature requires removing all energy from the particles, right? SO, according to the conservation of energy (energy cannot be created nor destroyed, but only converted to one form or another), we can think about that loss of energy, which keeps stuff in the gasous state, as moving to make it pressurized. Maybe, this is where I get kinda lost. But, imagine, of all of the matter in our universe, it would have to be an infinite amount of pressue to keep it at a volume of zero, right? SO, that is where all of our energy today comes from. but, none of this answers the question of where it came from before that... except that we were in some kind of quantum foam, which some scientists in a universe bigger, and before ours, went messing with, gave it energy, and instead of being pressure, got converted to the temperaure part, and exploded, and filled that old universe, and now here we are. 'Couse, just my imagination there. SO, tell me what you think... SO MUCH MORE TOO!! but, alas, I am tired of typing... my fingers can't keep up with my brain, and I am getting tired of trying... so...

1 Comments:

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