Fundamental Constant Possibly Inconsistent

dylanduck writes "Cosmologists have begun thinking that yet another fundamental constant of nature is, er, not constant. The constant in question is the ratio of a proton's mass to that of an electron. It governs the strong nuclear force but there's no explanation for why that ratio should be constant. If true it would provide support for string theory, which predicts extra spatial dimensions." From the article: "Researchers at the Free University in Amsterdam in the Netherlands and the European Southern Observatory in Chile discovered the variation in mu. They did it by comparing the spectrum of molecular hydrogen gas in the laboratory to what it was in quasars 12 billion light years away. The spectrum depends on the relative masses of protons and electrons in the molecule."

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Re:Hang on a second...

[PiMuNu]

Don't forget the proton is a composite of quarks. So the mass of the proton is a function of the mass of the quarks and the binding energy. A hack but E=mc^2, so m(proton) = m(quarks) - (binding energy)/c^2. The binding energy changes if the strengths of the forces that bind it change. This means that a change in the electromagnetic force (e.g. changing alpha fine structure constant) or the strong force will change the mass also. Of course, the mass of the electrons or quarks could have changed as well :P

Re:Does this mean

[maxwell demon]

that I face the risk that the first 100 digits of PI that I have memorized could change, and the knowledge becomes useless?

Well, that was true since Einstein: The value of pi as you learned it is only valid in Euklidean (flat) space, and our space is Riemannian (curved). However, to your relieve, the Riemannian space is locally Euclidean, so if you restrict yourself to a small enough volume, your 100 digits are accurate again. Unless you get into trouble with quantum physics (I'm now too lazy to calculate if you could get 100 digits of pi right on Earth without getting close to the Planck length).