Harry Veeder
Wed, 04 Jun 2008 13:55:58 -0700
I am calling your bluff. ;-) What is the difference between an explanation and a model? You have said something substantive about models, but nothing substantive about explanations, except to say that explanation is not a model. Or is it just an issue of semantics? harry ----- Original Message ----- From: "Stephen A. Lawrence" <[EMAIL PROTECTED]> Date: Wednesday, June 4, 2008 4:31 pm Subject: Re: [Vo]:Three Words That Could Overthrow Physics > > > Terry Blanton wrote: > > "What is Magnetism" > > > > http://discovermagazine.com/2008/may/02-three-words-that-could- > overthrow-physics > > The author of the piece wants something that will "explain" "why" > magnets do what they do. > > Physics doesn't "explain". It "models". There's a huge > difference. > The "model" of reality which is modern physics includes magnetism > and > the magnetism in the model behaves pretty much like the magnets we > see > in the real world. The model has proven to have valuable > predictive > power, which is why it's currently in use and considered "more or > less > correct". > > But the fact that the model seems to behave like the real thing > doesn't > in any way "explain" why the real thing behaves the way it does. > No > physical theory ever will. If the author ever gets to converse > with God > perhaps God will explain /why/ things are the way they are, but > until > then, all we've got are models, and the best that can be said about > any > model is that it acts like the real world within its domain of > applicability. > > Consider this: Nearly all of reality goes unobserved. Of the > parts > which are observed, nearly everything which is observed is > unmeasured. > Our judgment as to the accuracy of physical theories is based on > the > tiny fraction of observed events for which someone takes some > measurements. Those few measurements, which represent a tiny > fraction > of the observed events, which in turn represent a vanishingly small > fraction of all that takes place in the Universe, are the only > "points > of contact" between reality and theory. If a mathematical model > agrees > reasonably well with that relative handful of measurements, we > accept it > as "apparently correct"...