Let us begin with a quick refresher on thermodynamics. Hey, get back here! I swear it's not scary or hard. What it is is a great word to use to make your friends think you're smart. Look, we're just going to use this teensy equation, very harmless...
PV = nRT
where P is pressure, V is volume, T is temperature, n is number of molecules and R is the gas constant.
Super easy, right? Pressure, volume and temperature are proportional to each other! So, if we increase the pressure, either volume will decrease or temperature will increase--or, more likely, a little bit of both. Let's pop some numbers in there so you believe me. I'm going to ignore n and R for simplicity.
Let P = 5, V = 6, T = 30
P*V = T, therefore 5*6 = 30 (woo!)
Now, P = 6. Three options:
(1) V decreases to 5
(2) T increases to 36
(3) Mix of 1 and 2
What's that? You'd like a real world example? Alright, science fans, I whipped this one up just for you! Let us turn to our faithful friend, water.
Is that not just fabulous? Doesn't it make you feel good just looking at it? |
As you know, if you take a room temperature pot of water and increase the temperature until it boils, it will turn to steam. Now, the temperature of the steam won't rise until all of the water evaporates (for reasons I will not get into because they aren't that interesting to most people). However, you will note that steam takes up a LOT more space than water does, which--oh my goodness here it comes--decreases the pressure.
Did you see what I did there?! |
Why does it decrease the pressure? Because the molecules are farther apart! If you take a packed bus full of people and spread them out among 5 buses, those people feel less pressure on them from fellow bus-goers. Same deal with water and steam. Boom. We just proved that PV = nRT, the ideal gas equation, works in real life.
Now, armed with this thermodynamical knowledge, we are fully prepared to battle understand
If you have a refrigerator and you ever bothered to look at the back of it, you probably saw something like this:
What's going on there? I have made this very detailed, scientific, post-modern illustration to explain.
What a great invention. Science!
Pictures!
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