There is however one exception from that rule. The lore is that only dark matter can produce a monochromatic photon line; all standard cosmic phenomena we're aware of produce a continuous spectrum of photons that can usually be well approximated by a power law. On the other hand, gamma ray line can be easily produced by annihilation of weak-scale dark matter particles in the galactic center. Today, the average velocity of dark matter particles in our galaxy

That sounds too good to be true, and indeed there is a catch. Dark matter is...well... dark, so it does not directly couple to photons. In a generic model of dark matter, the 2-to-2 annihilation into photons is a loop-mediated process whose rate is orders of magnitudes smaller than the annihilation into other Standard Model particles. The latter does not produce a photon line but rather a continuous spectrum (for example, annihilation into electrons would produce photons via a bremsstrahlung off the final state). For this reason, a random model from the zoo, such as Minimal Dark Matter or the MSSM neutralino, cannot predict a gamma-ray line at an observable level, given current constraints on the gamma ray continuum flux. Nevertheless, there exists a handful of models where the 2-to-2 annihilation into photons is enhanced above the naive expectation, and the resulting line is potentially observable, see for example here or here.

One should note the analysis has been performed not by the Fermi collaboration but by an outsider. In fact, a similar analysis by Fermi himself found no significant gamma ray line signal (but using less data and less fancy statistical methods). Unlike in particle physics, data collected by astrophysics experiments are often publicly available and can be independently analyzed by anyone with enough skill and will. Of course, an outsider's analysis carries less weight because some relevant information needed to precisely assess systematic errors is known only to the collaboration members. Nevertheless, in the past at least one discovery in the Fermi data was first claimed in an independent analysis and only later confirmed and blessed by the collaboration. In the case at hand, the members of the collaboration admit off the record that the line is indeed present in their data, although with a somewhat smaller statistical significance than claimed in the paper.
Clearly, at this point we cannot yet claim to have observed a dark matter signal. But the excess seems interesting enough to keep a close eye on further developments and wait for the official word from Fermi. And maybe indulge in some ambulance chasing in the meantime ;-)
9 comments:
Interesting post. About the plot, how is the invariant mass calculated, with any pairs of detected photon ? Thanks.
No, the plot shows the energy of *single* photons as measured by Fermi, not the invariant mass of photon pairs. In this case the quantization of the photon energy is (supposedly) due to 2-to-2 kinematics of dark matter annihilation at rest.
Dark matter constitutes at least 20% of all matter. Therefore, it should not be like looking for the proverbial needle in a haystack.
Here we have yet another "mystery bump", which are so popular in particle physics these days.
The author admits that it will probably take a few years to get the uncertainty down to the point where we can know what, if anything, we are dealing with.
The Fermi team has virtually ruled out the most likely "WIMP" candidates.
Dare we consider the possibility that the dark matter is not in the form of any kind of subatomic particle? Or do we chase the equivalent of unicorns forever?
Robert L. Oldershaw
Discrete Scale Relativity
I forgot to mention my own most likely candidate for the galatic dark matter. It is not enough to criticize; one must also offer a credible alternative.
I believe that the galactic dark matter is primarily in the form of primordial black holes, and microlensing observations support that possibility. The trillions of unbound planetary-mass "nomad" objects discovered in the last year may be the low-end tail of the PBH mass function.
The main questions regarding PBHs are their abundance and their mass function.
Microlensing observations are in the process of sorting this out.
Robert L. Oldershaw
Discrete Scale Relativity
Very interesting.
But i cannot understand why the error bars are smaller for E>150 GeV and larger below. It seems that the peak position is just near the error bar size transition.
Aren't they smaller just because the event count is smaller? (assuming the errors are statistics dominated, not 100% sure about it but their sizes roughly look like sqrt n).
...sorry... size is right, i see that they are roughly the sqrt(counts),
however below 150 GeV the points are fluctuating in a not-gaussian way:
7 are roughly +1 sigma and 9 are roughly -1 sigma. I cannot find events in the +/- 0.5 sigma range, probability of this fact is small. Above 150 GeV i found a normal behavior. Maybe errors below 150 GeV are underestimated in this plot, however other plots of the same paper have better distributions.
Did you see the latest paper by Juan Collar?
He made a 5.7 sigma discovery... But not in his data! In CDMS! This will be embarrassing for someone. The question is who...
I'm afraid Juan has already used up all his credit points.
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