pnmeadowcroft said:
Well I liked that Contaldi paper. He drew attention to the fact that testing the synchronization of two GPS clocks in an inertial frame via portable time transfer device has it’s own limitations. He does not state that the GPS system is wrong, or that PTT test was not valuable, but he points out a weakness in the main paper that can be improved upon if deemed necessary.
Much of my thinking is the same. My comments typically appear unsupportive, but I would actually like to see the result stand up. It would be much more fun than if somebody finds a serious error. However, due process dictates that every part of the experiment is properly scrutinized. As such Contaldi is making a valuable contribution.
I too liked the paper, at first.
However, when going into the details, I could not find a clear message.
In addition, I do not see why he is referencing the geoïd Earth potential, when the altitude above sea level of both sites is the only thing that matters. I still don't understand his need for these geoïd formulas when two numbers and the constant g=9.81 m/s² is enough to conclude (plus the GR metric tensor in the weak field approximation!).
The question of the 3 km journey below the Earth surface is also a strange thing since this effect on clocks is totally negligible. Remember that the GPS sattelites are at 20000 km above earth, which is taken into account by the GPS system.
I agree that the clock synchronization is an essential part of this experiement, and needs to be scrutinized carefully.
But I do not see why altitude and depth below Earth surface would receive this attention, when the GPS satellites are so far from the ground. If there is a drift, it would be more likely caused by the 20000 km to the satelites.
As I am not an expert, I would probably first go back to the basics: what does it mean to measure the speed of neutrinos in this sisuation, and what does it mean to compare it to the speed of light?
In other words, How can the OPERA experiment be extrapolated to a real race between photons and neutrinos from CERN to GRAN SASSO.
It is obviously impossible to build a 730 km long tunnel from CERN to GRAN SASSO.
However, how can we be sure that the OPERA experimental data and processing can be extrapolated to this hypothetical experiment?
Actually, starting fom this elementary question, we could better understand what synchronization means.
Finally, the interresting point that I note from this paper is about the time between two TTD synchronizations. The paper assumes this synchronization occurs every 4 days and concludes that the clocks could drift by 30 ns. This is perfectly right. However, we are missing information:
- how often are the clock synchronized: every 4 days, or every minutes ?
- how much is the observed drift when a re-synchronization is performed ?
In addition, even if there was such a drift, it would be anyway very easy to correct each event for this observed drift. This would be precise enough by using a simple linear interpolation. Again, no information about that.