New Atomic Clock 1000 Times More Accurate 313
stevelinton writes "The UK National Physical Laboratory has a new atomic clock potentially 1000 times more accurate than current cesium clocks: to within 1 second in about 30 billion years!
This could lead quite soon to a new definition of the second, and in a while to improved resolution in GPS successor systems. More interestingly, there are theories that some of the universe's fundamental dimensionless constants may have changed by a parts in a million over the last 10 billion years or so. These clocks are so accurate that they should be able to detect these changes over a year or two."
Re:Accurate distance too? (Score:5, Insightful)
http://physics.nist.gov/cuu/Units/meter.html
"The meter is the length of the path travelled by light in vacuum during a time interval of 1/299 792 458 of a second."
So if you can measure time more accuractly then you can measure a meter more accurately.
Re:Accurate distance too? (Score:5, Insightful)
Much more reasonable is to keep the current definition of the meter, which is the distance that light travels in 1/299,792,458 second in a vacuum. Then your better clock gives you a more accurate length standard without all the fuss.
Re:Why go any further (Score:2, Insightful)
Precisely? (Score:2, Insightful)
I mean, 'what time is it?' to the Universe? What time WAS it 'when time began'? Was there a 'countdown to the beginning of time?' And in which Universal Time Zone are we? Are we on "Universal Light Matter Savings Time?" Was Heinlein correct? IS THERE Time Enough for Love?
Re:damn whippersnappers (Score:3, Insightful)
Re:Bad reporting (Score:2, Insightful)
Re:Why go any further (Score:2, Insightful)
If the universe IS changing, we'll never know from these clocks since they would also be subject to change. The atomic forces that control the vibrations of the atoms that govern these clocks also could change, and if they do, all the clocks they are based on would change and we would never detect any differences.
If the basic parameters of space-time change, the properties of the atoms within the space-time would also have to change. All equations governing atoms have a time units associated with them, whereas the equations of gravity do not. Therefore, in order to detect any variation in these atom based clocks, their timing would have to be compared to clocks that use the force of gravity, rather than atomic behavior. The orbital motions of heavenly bodies are based on gravity and therefore the atomic clocks would have to be compared to this motion. Unfortunately, measuring gravitational clock ticks to this kind of accuracy over the short time periods that are available to us humans is exceedingly difficult.
There is some astrophysical evidence that atomic properties have changed dramatically since the universe began. There are NO laws of physics that mandate that these fundamental time-based "constants" must be invariant.
Re:Accurate distance too? (Score:3, Insightful)
Re:Why go any further (Score:3, Insightful)
Understandable first reaction but not at all true.
For one, that's saying that we can't measure changes in fundamental constants AT ALL, which isn't true. We could find that our value for G has changed over time in the fifth decimal place.
All these researchers are syaing is that we can now look for changes three decimal places further than we used to.
(Regarding the idea of measuring the change of something fundamental -- there's no reason that the effect you're measuring has to be an effect relevant to the workings of your clocks -- I can measure the fundamental constant, say, G (strength of gravity, by timing how long things take to fall), using, say, a spring-based clock (or a light clock) that is in no way dependent on G. If G changes, I'll see the change. Just because a constant is fundamental doesn't mean it has an effect on the relevant operation of my measuring device.)