Q1: The Size of A Photon ----
Before a photon is observed, before its wave function "collapses" in the act of measurement, just how big is it? What are its dimensions? Its duration?
(Noobies: If you dare even think "wavelength" as the answer, I will personally have you taken to the Gulf of Mexico (it's handy) and have you keelhauled by the next outbound garbage skowl.) ------
Q2: What If The Speed of Light Were Not Constant? How Would We Know? -----
Is it possible to measure the speed of light by any means that does depend in some way, in any way (however indirect), on the values of e and mu? Does there exist a stable, accurate timebase whose operation is completely independent of these two values? (e and mu, by the way, are fundamentally related to the speed of light. And vice versa.) My motive here concerns the verification of the constancy of the speed of light by an independent system of measurement, if such a thing exists. If c is not constant, how would we actually know?
For instance (just for instance), let's say the speed of light is gradually decreasing. It's been around the block a few times and it's old and getting slower with age. What might this slowdown do to the values of e and mu? Is it possible that these and other related constants might change in a manner such that measurements taken of these values would always produce the same results? Is it possible for e, mu, and c to change in a manner such that a timebase based in some fundamental way on these values (personally, I don't see how the relationship could be avoided, however indirect) might measure a slightly shorter second, for example, giving the illusion that the speed of light is still at its old value?
Comments? Suggestions?
--Europium