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So just what is out there beyond the Standard Model? [Starts With A Bang]

Friday, November 16, 2012 19:23
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(Before It's News)

“Other than the laws of physics, rules have never really worked out for me.” -Craig Ferguson

Earlier this week, evidence was presented measuring a very rare decay rate — albeit not incredibly precisely — which point towards the Standard Model being it as far as new particles accessible to colliders (such as the LHC) go. In other words, unless we get hit by a big physics surprise, the LHC will become renowned for having found the Higgs Boson and nothing else, meaning that there’s no window into what lies beyond the Standard Model via traditional experimental particle physics.

Image credit: Fermilab, modified by me.

But that by no means is the same thing as saying “the Standard Model is all there is.” There are a large number of observations that tell us quite clearly that there’s very likely more to the Universe than just the quarks, leptons, and bosons of the Standard Model. While experiments are telling us that low-energy supersymmetry and extra dimensions probably don’t exist (and the LHC will either turn them up or even further constrain them towards the point of irrelevance), there are plenty of pieces of evidence that there is more to existence than these particles and their interactions.

What else is out there? Let’s take a look at the Top 5 clues to physics beyond the Standard Model:

Image credit: NASA, ESA, CFHT, and M.J. Jee (University of California, Davis).

1.) Dark matter. From structure formation to colliding galaxy clusters, from gravitational lensing to Big Bang nucleosynthesis, from baryon acoustic oscillations to the pattern of anisotropies in the cosmic microwave background, it’s clear that normal matter — the stuff made out of standard model particles — is only about 15% of the mass in the Universe. The rest of it simply doesn’t have those strong or electromagnetic interactions, and neutrinos are of insufficient mass to account for more than about 1% of the missing stuff.

If dark matter is a particle — and the way it appears to clump and cluster strongly suggests that it is — it must be a particle beyond the standard model. Just what its properties turn out to be are currently an open question in physics, and though many candidates have emerged, none of them are particularly compelling.

Image credit: Bryan Christie Design / Scientific American & Gordie Kane.

2.) Massive neutrinos. According to the Standard Model, particles can either be massless — like the photon and gluon — or could have a mass determined by their coupling to the Higgs field. There’s a range of what these couplings are, and so we get particles as light as the electron — at just 0.05% of a GeV (where 0.938 GeV is the mass of a proton) — and as heavy as the top quark, which tips the mass scales at around 170-175 GeV.

So during the last decade, when neutrino masses were constrained for the first time (via neutrino oscillations), it surprised many that they were found to be very low in mass, but to have definitively non-zero masses. Why is that? The general way of explaining this — the see-saw mechanism — typically involves additional, very heavy particles (like, maybe a billion or a trillion times more massive than the Standard Model particles) that are extensions to the standard model. Whether these particles exist or there’s some other explanation, these massive neutrinos are almost definitely indicative of physics beyond the Standard Model.

Image credit: Universe Review, from http://universe-review.ca/R02-14-CPviolation.htm.

3.) Strong CP problem. If you switched all the particles involved in an interaction with their antiparticles, you might expect the laws of physics to be the same: that’s known as Charge Conjugation, or C-symmetry. If you reflected particles in a mirror, you’d probably expect the mirrored particles to behave the same way as their reflections: that’s known as Parity, or P-violation. There are examples of where one of these symmetries is violated in nature, and in the Weak interactions (the ones mediated by the W-and-Z bosons), there’s nothing forbidding C and P from being violated together.

In fact, this CP-violation does occur for the weak interactions (and has been measured in multiple experiments), and is very important for a number of theoretical reasons. Well, along the same vein, there’s nothing in the Standard Model forbidding CP-violation from occurring in the strong interactions. But there isn’t any observed, to less than 0.0000001% of the anticipated value!

Why not? Well, pretty much any physical explanation (as opposed to the non-explanation, “that’s just the funny way it is”) results in the existence of a new particle beyond the Standard Model, which may be a good candidate for solving problem #1: the dark matter problem!

Image credit: John Rowe Animation.

4.) Quantum Gravity. The Standard Model makes no effort nor any claims to incorporate the gravitational force/interaction into it. But our current best theory of gravity — General Relativity — makes no sense at extremely large gravitational field or extremely small distances; the singularities it gives us are indicative of physics breaking down. In order to explain what goes on there, it will require a more complete, or quantum, theory of gravity.

We do not know how to make a working theory of quantum gravity. String theory is a possibility (and maybe the only viable game in town), but one thing all possibilities have in common is the existence of a new particle: a massless, spin-2 graviton. This may be the most elusive and the most fundamental of predictions beyond the Standard Model, and there’s at least one (and possibly more) new particle out there if gravity can, in fact, be quantized.

Image credit: Me, over an actual picture of the Sun in an H-alpha filter.

5.) Baryogenesis. There’s more matter than antimatter in the Universe, and while there’s a lot we can say about why and how, we’re not sure exactly what pathway the Universe took to wind up this way. There aren’t necessarily any new particles that must exist to explain the matter-antimatter asymmetry, but of the four most common ways to produce it (GUT, Electroweak, Leptogenesis, and Affleck-Dine), only one (Electroweak baryogenesis) doesn’t involve the existence of new, beyond-the-Standard-Model particles.

Image credit: http://www.shutterstock.com/.

There are also a whole slew of extra possibilities for new particles, including that there’s one (or more) possibly associated with dark energy, there may be magnetic monopoles, grand unification, preons (smaller particles making up quarks and leptons), and the door is still open for particles from either extra dimensions or supersymmetry.

I’ll leave you with two more things to consider.

Image credit: Dorling Kindersley, Getty Images.

The electron is a completely stable particle. While a free neutron will decay, a free proton is assumed to be completely stable. But it isn’t necessarily completely stable. Through giant experiments involving astronomical numbers of atoms, we’ve determined that a proton’s lifetime is greater than at least 1035 years, which is amazing.

But that’s not infinite. If a proton does eventually decay, and have a half-life that is anything less than infinity, that means there are new particles beyond the Standard Model.

And one last thing…

Image credit: Matthew J. Strassler, Kathryn M. Zurek.

Even if there’s nothing beyond the Standard Model, one fun prediction is the existence of glueballs, or bound states of gluons. They ought to be found in upcoming particle collider experiments, although possibly not at the LHC. If they don’t exist, or fail to show up where they ought to, that’s a big problem for quantum chromodynamics, or the theory of the strong interactions that’s part of the Standard Model.

Keep an eye out for this one: no glueballs = something else is wrong with the Standard Model!

So that’s where we are right now, and even if there’s no supersymmetry and no extra dimensions, we’ve still got a lot more to discover. Keep your eyes and ears open, and let’s all keep looking together!




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