# How can constants… change?

I recently noticed that the value of Planck's constant has changed on Wikipedia. The value that I had in mind (from Google), $6.626068\cdot{}10^{-34}\text{J.s}$, has changed to $6.626069\cdot{}10^{-34}\text{J.s}$.

Now, there is a number of things that trouble me here. First, old Wikipedia pages mention $h = 6.62606896(33)\cdot{}10^{-34} \text{J.s}$, which should have rounded to $6.626069\cdot{}10^{-34}$ (shouldn't it?), but Google still returns $6.626068\cdot{}10^{-34}$. Second, since the previous value was $h = 6.62606896(33)\cdot{}10^{-34} \text{J.s}$, and the new one is $h = 6.62606957(29)\cdot{}10^{-34} \text{J.s}$, can't we deduce that $6.62606928\cdot{}10^{-34} \le h \le 6.62606929\cdot{}10^{-34}$ (the lower bound coming from the new value, and the upper from the old one)?

There might be something that I fundamentally misunderstood though, so please let me know if that's the case.

-
its wiki though... –  Vineet Menon Jan 29 '12 at 14:07
@VineetMenon: NIST lists Planck's constant as equal to $6.62606876(52)e-34 J.s$ in 1998, while the new value is listed here –  Clément Jan 29 '12 at 14:12
Just to be sure that the main point of your question/confusion is answered: the constant isn't actually changing in Nature. It's just our (physicist's) opinion about the value that is changing as they're using newer, and hopefully more accurate, experiments to measure such constants. The right value, whatever it is, should be somewhere in the mean value from the books, plus minus the error margin (or twice error margin, but very unlikely for the gap to be much greater than the announced uncertainty), and the uncertainty should be shrinking with time. –  Luboš Motl Jan 29 '12 at 17:54
@LubošMotl: Thanks, I knew that. The only thing that troubled me was that the uncertainty ranges were barely overlapping in this example. –  Clément Jan 31 '12 at 9:11