jetwaterluffy said:
Yeah, I worked that out after I had already posted. However, I still can't see how they can "collide".
Think of it as an
interaction, rather than a collision.
A particular particle interaction has a measure of reactivity which is termed a
cross-section. As the name suggests, this quantity is actually in units of area - it could be expressed in square metres, though the more commonly used unit is the http://en.wikipedia.org/wiki/Barn_(unit)" . But you can loosely think of this as the "target area" that the other particle has to "hit" for an interaction to occur.
An electron and an (anti-)neutrino can combine to form a W
- boson. In any practical scenario, this W
- will be virtual as its mass is far larger than those of the incoming particles, so it will almost immediately decay again, and can usually only decay back into another e and neutrino because any other decay route would produce particles of higher energy. So the end result in this case is simply an elastic collision.
But electrons and (non-anti-)neutrinos can also interact. In this case, the electron could give off a W
- and thereby transform itself into a neutrino, while the W
- is absorbed by the original neutrino and is thus transformed into an electron. Swap ya!

(Alternatively, the neutrono could emit a W
+ which the electron then absorbs, with the same end result.) Again, this is an elastic collision.
The second type of interaction can also take place but with a Z
0 instead of a W. In this case the electron could interact with either a neutrino or an anti-neutrino. Interactions with Z
0 do not change the identities of the incoming particles.
These interactions all have extremely small cross-sections - but they do happen. The W interactions are the basis of the http://en.wikipedia.org/wiki/MSW_effect" which has to be taken account of when looking at neutrino oscillations where the neutrinos have traveled through regions containing matter.