They can produce antimatter here on Earth, mainly in particle accelerators. It is the most expensive material on the planet. From Wikipedia:Originally posted by: BrownTown
Yes, if you were to react the pen with an equivilent amount of antimatter you would have an insane amount of energy. Unfortunately all the anti-matter I've ever heard of is of in the middle of deep space, so there is no way to reach it. A more reasonable goal would be extracting the energy in deuterium in water. That would provide enough energy to fuel humanity for millions of years, and might actually be feasible in 50 years or so (NOTE: fusion power has a nearly unlimited fuel source, but extractign the energy is still expensive, so energy prices would not plummit, you jsut wouldnt have to worry about running out like oial/coal/natural gas eventually will.).
Originally posted by: Jeff7
e = mc^2
Let's say 15 grams for a pen. This assumes converting the entire mass of the pen directly into energy.
e = 0.015kg * (299 792 458 m/sec)^2
1,348,132,768,105,226.46 kg-m^2/sec^2 = joules?
If I have all that right. I think that e=mc^2 is only part of the entire equation though.
374,484,320,324.27 watts?
I have no idea if any of that is even remotely accurate.
Originally posted by: madeupfacts
Originally posted by: CTho9305
A watt is a joule per second.
no
Originally posted by: Qriz
Yes. IF you could convert a mass into its eqivilent energy, you would get a lot of it. But that's not an easy task, is it? If we could produce antimatter in those quantities and keep it under control, time travel would (theoretically) be a snap:
The relationship between energy and mass can be modeled with the equation (yes Jeff7 there is more to it) (E=mc^2) / (the square root of the quantity of 1 minus v^2/c^2) where E is the total energy, mis the mass of the matter, c is the speed of light, and v is the relative velocity at which the matter is traveling. That might be hard to follow, so here is what it really looks like. The reason why it is usually modelled as simply E=mc^s is because the denominator is usually so close to 1. Think about it: v^2/c^2 is a relatively small number divided by the speed of light squared- a HUGE number. 1 minus that quantity will be extremely close to 1 again. And the square root of 1 is 1, so the square root of a number extremely close to 1 is 1, as far as we're concerned in the real world.
Anyway, usually the mass of an object is a positive number. This equation shows that of the mass is positive, it is impossible for the velocity of an object to be higher than the speed of light because that'd be the square root of a negative and that's impossible. However, if you have antimatter, we have an imaginary mass and therefore an imaginary numerator. For E to be real, the denominator must be imaginary too to cancel out the imaginary numerator. This means that the quantity of the denominator must be simplified to be the square root of a NEGATIVE. This shows us that the velocity cannot be LESS THAN the speed of light. And as we know, if you can beat light, you can beat time. Cool, huh?
So with large amounts of antimatter, a lot is possible. Including an endless supply of energy (as far as anyone is concerned- the Earth has a lot of mass.)
Originally posted by: DrPizza
Hmmmm.... just a thought - doesn't it take a lot of energy to produce anti-matter from matter? i.e. it takes more energy to produce the antimatter from matter than is available after an anti-matter/matter annihilation? Thus, wouldn't anti-matter simply be a method of storing energy, rather than a source of energy? It's Sunday, and I don't really want to think deeply about this; but can matter/energy be converted into anti-matter that would potentially produce more energy than is put into the process? I'm leaning toward "no." But, that's without a lot of thought put into it.