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> We pointed out that because the Earth moves around the sun, any dark matter signal you see should go up and down with the time of year, peaking in June, with
by _kst_ 12y ago
> We pointed out that because the Earth moves around the sun, any dark matter signal you see should go up and down with the time of year, peaking in June, with a minimum in December.
Why June and December? (Perihelion is around January 3, if that's relevant.)
- trhway 12y agoif i remember it is explained by the move against and along the dark matter "wind" in our galaxy. Personally i think there are a lot of "wind" to be accounted for - out galaxy moves, our Sun moves inside galaxy and the Earth moves around Sun. So Earth definitely hits some "wind". Is it dark matter "wind"?
- _kst_ 12y agoAh, that makes sense. So the "wind" would peak when the Earth is moving against the galactic background.
- InclinedPlane 12y agoBecause of the motion of the Earth relative to the galaxy. Our Solar System is in orbit around the galaxy, and thus traveling at considerable speed (200 km/s or so) around the galactic center. The dark matter halo of the Milky Way, however, does not travel in the same way, so there is a persistent relative velocity between the Earth and dark matter (the WIMP cloud), this is called the "WIMP wind". However, the Earth itself orbits our Sun in a circular motion, which causes it's velocity relative to the Sun and the overall Solar System to change from about 30 km/s in one direction to 30 km/s in the opposite direction, a difference of about 60 km/s, which is significant compared to the 200 km/s galactic motion. Due to the orientation of the Solar System the relative speed of the "WIMP wind" is highest in June and lowest in December. This has nothing to due with Earth's orbital nodes or with the seasons, it merely has to do with the coincidental orientation of Earth's orbital plane relative to the galaxy. Because Earth's orbit is not aligned with the Sun's orbit through the galaxy (it's actually tilted at about 60 deg.) the difference is not the full 60 km/s, it's closer to just 30 km/s (cos(60 deg.) = 1/2), but that's still significant. There are more details than you'd ever care to learn about here: http://arxiv.org/abs/1209.3339 http://arxiv.org/abs/1209.3339