g__day wrote:I grew up knowing you couldn't accelerate a particle with mass to light speed - it would take infinite energy.
Now I know this is flawed thinking. If you accelerated as partilce to the point it had say 10 ^ 19 joules of energy it would not be governed by Relativistic physics, it would be governed by quantum gravity. It's reality would interact strangely with our own relativistic world.
In such a governance model e = mc^2 has no relevance; indeed e and m hardly exist they have translated possibly to different properties and not be bound by spacetime.
10 ^ 19 is a huge number, but the combinining of forces (the Heirarchy problem) starts at far lower energies than this - around 120 GeVolts - the terrority of the LHC due in 2007 at CERN. The trouble is the next step in the enegry well to reach non relativistic states of existences is prohibitive on Earth - you need around 10 ^ 14 GeV.
What we don't know is what happens to Einstein's reality when energy densities are really condensed - say within the event horizon of a black hole for one!
I guess that as its relativistic mass became very, very large, it would begin to dominate all of the space around it, and, eventually, the cosmos. But what is true is that an attempt to reach the speed of light or surpass it by acceleration, e.g. with rockets, is going to run into a point of diminishing returns as its speed approaches the vicinity of light speed.