Yeah, because planning for unlikely scenarios is the one thing FEMA is particularly good at.
I wasn't referring to FEMA.
Let me paint this discussion in another light...
Suppose that we had no real knowledge or ability to manufacture explosives. And someone figured out how to manufacture, at the cost of a few million dollars, how to make a tiny amount of nitroglycerin. With that amount of nitroglycerin being sufficient, if detonated, to MAYBE sever a single human hair, no more.
Would that make nitroglycerin a massive threat to the world? I mean, if you somehow managed to produce a few million metric tons of the stuff, just imagine the boom!
That's sort of what we're talking about here. We are, as a species, incapable of producing enough antimatter to pose a thread to ANYTHING. Yes, the yield from the reaction of a single anti-hydrogen nucleus... with a "real" hydrogen nucleus wouldn't even be enough to sever that one human hair.
Yeah, give us a kilogram of anti-hydrogen and you've got one big freakin' bomb. But do you have any idea how many hydrogen atoms would be required to make up a kilogram of the stuff?
Any of you current-student-types have your handy-dandy periodic table with you? (I'm too lazy at the moment to go look up the atomic weight of Hydrogen... so sue me!)
Now... however... assume you have half that much hydrogen and half that much anti-hydrogen... or one kilogram of total reactant mass. And assume that, somehow, you were able to contain it to ensure that you got 100% reaction (instead of some of it being thrown into space or otherwise "lost" from the standpoint of the reaction yield).
Then, you use the "simplified form" equation we all know... "E=mc^2."
Well, we know mass, and mass is in kilograms. The speed of light, in meters-per-second, is 299,792,458 m/sec. So, if you react (perfectly) one kilogram of reactant, converting entirely into energy, you get...
299,792,458 ^2 joules of energy, or
89,875,517,873,681,764 joules.
Now, how much is a joule?
You might want to start here:
http://en.wikipedia.org/wiki/Joule
But here's the relevant bit (taken from there)...
One joule in everyday life is approximately:
- the energy required to lift a small apple one meter straight up.
- the energy released when that same apple falls one meter to the ground.
- the energy released as heat by a quiet person, every hundredth of a second.
- the energy required to heat one gram of dry, cool air by 1 degree Celcius.
- one hundredth of the energy a person can receive by drinking a drop of beer.
- the kinetic energy of an adult human moving a distance of about a handspan every second.
So, that explains quite a bit, I hope. There's a lot of energy which, in theory, can be received from total matter-to-energy annihilation. But in order for this to be practical, you need more than a few atoms of reactant.
Maybe the same "periodic table guy" can run the same equation using the real atomic mass of a pair of hydrogen (or rather, a hydrogen and an anti-hydrogen) atoms. How much does a single "annihilation event" produce?
How many hydrogen atoms do you need to annihilate to equal the amount of energy you get from drinking a beer?
