megalomania said:
I_LIKE_CAKE said:
You are talking about optics, and are correct about the observed behavior of light. What I was talking about is how the process we observe actually works on quantum scale. I wasn't saying that light can't be both reflected and absorbed. I was saying that the process by which light is reflected and absorbed is the same, namely the interaction between photons and electrons. Now I will admit that I am out of my depth when it comes to talking about Quantum Mechanics, but I am pretty sure that this is correct, and a search for "photon-electron interaction" will confirm.
Thats interesting. I was thinking purely in a 'classical' point of view because my understanding of quantum mechanics doesn't extend far beyond the Schrodinger Equation. How does the electron 'know' to emit the reflecting light at the same angle to the normal as the incident light? I am probably still thinking way too classically because that seems thoroughly odd to me!
I agree that is is extremely odd, and it gets weirder. When a photon hits an electron, it transfers energy in the form of momentum (and don't ask why a particle with no mass has momentum, because I have no idea). This added energy causes the electron to become exited, and change energy levels. In order to return to its lowest energy state, the electron vibrates, that is to say, a particle with an electric charge and magnetic field vibrates, giving off an electromagnetic wave. We are now rapidly approaching the limits of what I understand, but I will try and add a bit more. The way I understand it, the electron doesn't "know" to emit a photon on any particular path, and what is really cool is that there is no certainty that it will behave as one would expect. Because we are talking about Quantum, you have to throw out any ideas of certainty, because this is all probability.
In optics, you are told that angle of incidence = angle of reflection. This is explained by Fermat's principle of least time, which states that light will take the path of least time between two points.
Modern theories state that this is not the case. Because of the probability involved, when you observe light behaving in agreement with classical models, it is because you are seeing the most probable course of events. [em]
Everything[/em] is a result of probability, and it makes my head hurt.