Researchers say atomic clocks now good enough to measure Earth's geoid

Oct 01, 2012 by Bob Yirka report
Credit: ESA

(Phys.org)—Researchers from the University of Zurich say that atomic clock technology has sufficiently progressed to the point that it should now be feasible to use them to measure the Earth's geoid, thereby producing more accurate geophysical estimates of oil and mineral deposits, as well as water reservoirs. The team, led by Ruxandra Bondarescu write in their paper published in Geophysical Journal International, that atomic clock accuracy now approaches a frequency ratio inaccuracy of 10-18 which they say should provide an accuracy in measuring a equipotential surface area equivalent to just one centimeter.

The teams' ideas are based on the part of that says that the mass of an object can cause a curve in space time resulting in a slowdown of time itself. For an object as massive as the earth, differences in time relative to sea level can be observed and measured. Those differences create what is known as the geoid or the equipotential of our planet. Because of this, it should be possible to use clocks to measure how fast time is progressing at different points on the planet. Those running below sea level should run slower than those at or above the surface, and now, the team says, because of advances in the accuracy of atomic clocks, it should be possible to use them to measure the differences in time at different points on the surface of the earth to create maps of what lies below due to the different densities of materials; the more dense the material the slower the clock will read.

The team suggests that two clocks could be connected together via fiber cable to allow for comparing the differences in the passage of time, allowing for calculations of the density of whatever lies below the surface resulting in of its type, e.g. water, rock, oil, etc. They say such calculations should be much more accurate than other methods currently in use, i.e. satellites. They add that using atomic clocks to measure the geoid could also be used to measure how the mass of the earth changes over time, such as what happens as ice melts at the poles.

One stumbling block to using in this manner, they say, is that they are still too large. More portable clocks would make measuring any spot on Earth conceivable, and would also make it possible to place them aboard spacecraft, which would allow researchers to study such things as the dark matter halo of the Earth.

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More information: ruxandrab.blogspot.com/2012/09/mapping-substructure-of-earth-with.html

Article citation: Geophysical applicability of atomic clocks: direct continental geoid mapping, DOI: 10.1111/j.1365-246X.2012.05636.x . arXiv:1209.2889 [physics.geo-ph] http://arxiv.org/abs/1209.2889

Abstract
The geoid is the true physical figure of the Earth, a particular equipotential surface of the gravity field of the Earth that accounts for the effect of all subsurface density variations. Its shape approximates best (in the sense of least squares) the mean level of oceans, but the geoid is more difficult to determine over continents. Satellite missions carry out distance measurements and derive the gravity field to provide geoid maps over the entire globe. However, they require calibration and extensive computations including integration, which is a non-unique operation. Here we propose a direct method and a new tool that directly measures geopotential differences on continents using atomic clocks. General Relativity Theory predicts constant clock rate at sea level, and faster (resp. slower) clock rate above (resp. below) sea level. The technology of atomic clocks is on the doorstep of reaching an accuracy level in clock rate that is equivalent to 1 cm in determining equipotential surface (including geoid) height. We discuss the value and future applicability of such measurements including direct geoid mapping on continents, and joint gravity and geopotential surveying to invert for subsurface density anomalies. Our synthetic calculations show that the geoid perturbation caused by a 1.5 km radius sphere with 20% density anomaly buried at 2 km depth in the crust of the Earth is already detectable by atomic clocks of achievable accuracy. Therefore atomic clock geopotential surveys, used together with relative gravity data to benefit from their different depth sensitivities, can become a useful tool in mapping density anomalies within the Earth.

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natello
5 / 5 (4) Oct 01, 2012
in measuring a equipotential surface area equivalent to just one centimeter
Such a clock could detect the gravity field of large buildings or time dilatation during ride of car. It would be quite nifty, if we could miniaturize it. Some example of the relativity verification during trip to Mt.Rainier is documented here.
vacuum-mechanics
1 / 5 (3) Oct 01, 2012
The teams' ideas are based on the part of general relativity that says that the mass of an object can cause a curve in space time resulting in a slowdown of time itself…


Yes, but the problem is how mass of an object can cause a curve in EMPTY space time? May be this physical view could help to visualize how it works!
http://www.vacuum...18〈=en
natello
1 / 5 (3) Oct 02, 2012
this physical view could help to visualize
The space-time curvature is approximated with refraction often, but it isn't purely refractive phenomenon. Even Einstein realized it in 1908, when he experimented with this model. It's rather dispersive phenomenon and the path of light is not deterministic: it differs when the light leaves the gravity field and when it penetrates into it from outside. It leads into so-called complementarity of black holes, for example. In quantum field theory such a behavior is described with noncommutative geometry and it's described with gauge invariant Yang–Mills theory. It points to the hyperdimensional connection of quantum field and relativity theories at the high energy density /space-time curvature conditions, which is known as a AdS/CFT correspondence.
AmritSorli
1 / 5 (3) Oct 02, 2012
That is a good news we can measure time so accurate.
The most interesting is that with clocks we measure time as a mathematical reality, namely numerical order of change. Time is mathematical reality and material change is physical reality. In SR and GR is relative velocity of material change, not time which is a mathematical quantity. structure of the universe is following:
-mathematical universe
-quantum vacuum
-electromagnetic energy
-mass
this model requires trivalent logic where a given phenomena is A, B or C. Today physics is based on binary logic a given phenomena can be A (matter) or B (energy), now we see a given phenomena can also be C. In C are all mathematical formalisms which govern motion of elementary particles, atoms and stellar objects.
natello
1 / 5 (3) Oct 02, 2012
Time is mathematical reality
On the contrary, time is solely physical artefact: the math is atemporal by its very nature and it doesn't recognize the time concept at all. What is valid in it by now, it's valid for ever.. The time is as real as space: without time all events would happen immediately and we wouldn't have the space between them. We cannot separate the time from space and claim one concept more real than the another.

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