PhysOrg.com reports: "While airplane and rocket experiments have proved that gravity makes clocks tick more slowly - a central prediction of Albert Einstein's general theory of relativity - a new experiment in an atom interferometer measures this slowdown 10,000 times more accurately than before, and finds it to be exactly what Einstein predicted."
What's even more amazing is that Holger Müller, assistant professor of physics at the University of California (and team), used quantum mechanics to test general relativity to this unprecedented accuracy. They used cesium atom matter waves at the bizarre frequency of 3x1025 Hz - that's 30 Tera-Tera Hz. Impossible to measure directly, but then, there is the principle of interference...
As I understand it, a laser pulse puts the matter wave into two quantum states, the one at slightly higher potential energy than the other. The two waves then travel for a short distance, before meeting again. The higher one suffered a little less gravitational time dilation[1] than the lower one, which shows up as a difference frequency in an interferometer.
This difference is tiny - the height difference between the two quantum paths is only 4/1000 of an inch. During the approximately 0.3 seconds of freefall of the matter waves, the time difference due to gravity is only ~10-20 sec, but Müller's test produced a claimed accuracy of ~10-28 sec. Astonishing!
"If we used our best clocks, with 17-digit precision, in global
positioning satellites, we could determine position to the millimeter," Müller said. "But lifting a clock by 1 meter creates a change in the 16th
digit. So, as we use better and better clocks, we need to know the
influence of gravity better."
Hmm... Thinking practically as well!
-J
[1] The gravitational redshift ratio is: dτ1/dτ2 = √[1-2GM/(r1c2)] / √[1-2GM/(r2c2)], where M is the mass of Earth and r the distance from the center (assuming a perfectly homogeneous, spherical Earth). Because the matter waves move very slowly (and both states approximately at the same speed), I think the usual speed terms, v2/c2, may be safely ignored.
Credit: http://www.physorg.com/news185632345.html
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