Originally posted by STAii
Well i tried to, but i didn't understand anything of it !
I thought the article was perhaps the clearest explanation of the experiment that I have seen in a long time.
If perhaps you're confused about the terms 'phase' and 'group' velocity, the explanation is simple.
Imagine a monochromatic (one color, one frequency) laser pulse. You could pick a spot, say the point of maximal electric field magnitude, and watch it propagate through space. Of course, the word "phase" simply refers to such a spot on a wave. Phase is measured in degrees or radians, and simply refers to an spot on a wave. The "phase velocity" is the speed at which a point of equal phase propagates through space. In the case of a laser, all of the wavefronts move through space at c, of course. No matter what phase you choose (anything from 0 to 360 degrees), you'd find that that points on the wave at that phase travel at c.
Things get more complicated when you combine light of different colors (frequencies) in a pulse. Each individual wavelength has its own independent phase velocity (of course, they're all c!) but the entire group of waves together appear to move in what is essentially an arbitrary way.
If you'll take a look at the applet on this page: http://www.ee.mu.oz.au/staff/summer/applets/group_velocity.html you'll get a feel for how things work. Set the group velocity to be about -0.1 and you'll see immediately how phase and group velocity are different. Both the red and green waves are moving forward at the same speed (same phase velocity). The sum of the two, which is the blue wave, is essentially moving BACKWARDS! This is the group velocity.
It's related to the well known effect that occurs when you watch car wheels spin on TV -- because TV shows you 30 frames per second, there are some wheel speeds at which the wheel will appear to be rotating backwards.
Let me know if you're still confused.
- Warren