It looks like you're using an Ad Blocker.
Please white-list or disable AboveTopSecret.com in your ad-blocking tool.
Thank you.
Some features of ATS will be disabled while you continue to use an ad-blocker.
IblisLucifer
Think of it like this when the big bang began it was as if the A side of a cassette tape, time a this point is a bit immeasurable by human standers but then the universe expanded and cold this was the point where the A side of the tape end and began to rewind drawing back in the creation it let out, this is where the B side started to play, because as the A side of a cassette tape rewinds the B side plays
micpsi
Every physicist understands why relativity and quantum mechanics are inconsistent with each other.
Relativity is based upon classical (i.e., pre-quantum) physics in which motion of objects in space-time can be described with no limits on the accuracy of the measured values of their positions in space-time, their momenta, energies and angular momenta. Quantum mechanics reveals that this is is only a description of their average motion because their instantaneous motion is subject to the indeterminacies of Heisenburg's Uncertainty Principle, which makes impossible such a classical physics description in which, for example, the simultaneous position and momentum of a particle can be measured with arbitrary accuracy. Applying Special Relativity to the quantum mechanics of particles and forces, i.e., ignoring their gravitational forces, introduces infinities into the mathematics that can be side-stepped by the trick of "renormalisation".
Applying General Relativity to them, i.e., considering these forces in a curved space-time, cannot side-step this problem because the gravitational field due to the curvature of space-time turns out to be non-renormalizable. The problem persists because the space-time continuum is no longer a mathematically continuous entity at the (Planck) scale where quantum fluuctuations in the gravitational field become significant.
darkbake
reply to post by IblisLucifer
They don't work together?
FatherStacks
The simplest answer is that quantum mechanics governs the "very small" (subatomic particles), while relativity applies to the "very large" (i.e. planets, etc.). In essence it is a problem of scalability, in that when trying to apply quantum theory to the macro world and relativistic principles to the micro world the mathematics "breaks down" (think of it as the equations/formulas/expressions used don't aren't solvable or that when they are solved the answers don't make sense)
Mon1k3r
I'm probably rambling now, but we also have a really hard time conceptualizing and especially visualizing an action such as gravity. We can't correctly observe gravity for what it is, because as a species we've always lived within a gravitational field. Our brains are so used to relating to the action of gravity in the way it affects our lives directly, that we would have to use a great amount of imagination to observe it from a perspective other than our own.
For example, a cosmologist looks at distant galaxies and realizes that the universe is expanding, or inflating, as it were. But he cannot quite make the connection that if that type of inflation is occurring at the macrocosmic level, it is indeed also happening at the microcosmic level. Thus he himself, and his entire environment is inflating at a uniform rate.
Scientists question if what they are observing is accurate probably more than you realize. Here is an article which again you may not think is related, but it's very related to what you said:
Mon1k3r
They don't work together yet because they only describe what it seems like we're observing, not what is really going on. We'll get there.
For example, a cosmologist looks at distant galaxies and realizes that the universe is expanding, or inflating, as it were. But he cannot quite make the connection that if that type of inflation is occurring at the macrocosmic level, it is indeed also happening at the microcosmic level. Thus he himself, and his entire environment is inflating at a uniform rate.
So this is really a little background on why we believe what Astyanax said is true, in a way that overcomes your insightful objections that we might not know if our "yardstick" was changing. Before 1960 that may have been more of a concern since that was the last year we used "the International Prototype Metre" as a standard for distance measurement.
We could, for example, take the definitions of the units as they stood between 1967 and 1983. Then, the metre was defined as 1,650,763.73 wavelengths of the reddish-orange light from a krypton-86 source, and the second was defined (then as now) as 9,192,631,770 periods of the radiation corresponding to the transition between the two hyperfine levels of caesium-133. Unlike the previous definitions, these depend on absolute physical quantities which apply everywhere and at any time. Can we tell if the speed of light is constant in those units?
The quantum theory of atoms tells us that these frequencies and wavelengths depend chiefly on the values of Planck's constant, the electronic charge, and the masses of the electron and nucleons, as well as on the speed of light. By eliminating the dimensions of units from the parameters we can derive a few dimensionless quantities, such as the fine structure constant and the electron to proton mass ratio. These values are independent of the definition of the units, so it makes much more sense to ask whether these values change. If they did change, it would not just be the speed of light which was affected. The whole of chemistry is dependent on their values, and significant changes would alter the chemical and mechanical properties of all substances. Furthermore, the speed of light itself would change by different amounts according to which definition of units you used. In that case, it would make more sense to attribute the changes to variations in the charge on the electron or the particle masses than to changes in the speed of light.
In any case, there is good observational evidence to indicate that those parameters have not changed over most of the lifetime of the universe. See Have physical constants changed with time?