First of all: I borrowed the title of this post from
here because I liked it so much. :) Just for the credit ... And sorry for the missing sources, I just wrote down what I remebered. There should be quite some material easily accessable using the search engine of your choice at the moment. ;)
So Peter Higgs and Francois Englert really got the Nobel prize - for predicting a particle that seems to be discovered now. I am not an expert in particle physics although some of my bachelor exam was on this topic. Sometimes it might even be advantageous to not know all the details when explaining something so one does not go too far into details. In the following I will try to give a comprehensible insight into this Higgs stuff ...
The Nobel prize this year was awarded for the predicition of the Higgs boson. So first of all: What is a boson? Well, short and simplified version: It is a particle. Then second and third question: What is a prediction and why would someone come up with it?
When theoretical physicists perform their crazy black magic in their super secret "labs" (aka pen + paper on desk) they might come up with so called theories. These theories try to explain phenomena observed by experimental physicists (those are the cool guys with lasers and sh*t ;) ) before and at the same time might predict some stuff that should be possible to observe as well. The last part then is what the experimantalists try to do by throwing around with money and building incredibly complicated toys called particle colliders. In the given case of the Higgs boson the theory of the standard model predicted this special boson and in 2012 it might have been found. So far so good.
But how did this special boson sneak into the standard model? This happened in the beginning of the 1960s when the recent model at the time predicted stuff that was not true like particles having no mass except it was already observed that they have mass or like forces that should exist but do not exist.
Weird stuff.
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Potential of the Higgs field. (Source: wikipedia) |
So some researchers (amongst them Peter Higgs and Francois Englert) came up with the new fancy idea that there could be a field that is everywhere and interacts with particles to give them mass. The new model including this idea predicted stuff that made more sense than before so the physicists went along with it after some time. The only thing that was missing to prove this theory right was the Higgs boson.
This boson is an excitation of the Higgs field mentioned above and it can be measured as a particle with a mass. Now this is really weird again: Excitation of a field? Suddenly a particle? Excitation has mass? What? Let me skip this and just say: If someone found the Higgs boson than there is probably a Higgs field. This seems to have happened in 2012 at the
CERN in about the following way: Following Einstein's E = m*c^2 one can clash particles which results in energy. Out of this energy (yes, only the energy and nothing else but E = m*c^2) new particles can form. In this way the physicists at the CERN clashed particles and measured the particles that formed out of the energy afterwards. Easy enough. The reason why it took so long to find the Higgs boson is that it is very heavy so you need much energy to form it. (Transfer task - look at the quation to understand this. ;) ) So the problem was to accelerate the clashing particles fast enough to get this energy.
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Yes, physicists like to play in the basement ... LHC collider.
((c) CERN HP) |
The last part is then the detection and the question why I always used the subjunctive when writing about the detection of te Higgs boson. If physicists measures something they measure it often. Very often. By that they receive statistical data about their measurements and only if this data meets certain criteria physicists say that it is ok. Some physicists outside CERN still doubt the discovery of the Higgs boson or its existance in general. Partly because they want more measurements. ;) To their credit: It is hard to believe that it has been found as it is some really fundamental small particle.