Re: Does a Magnet's force weaken witht the distance cube?
- From: "Chris" <nimbo@(no-spam)ukonline.co.uk>
- Date: Sun, 19 Mar 2006 09:04:33 GMT
If you consider a magnetic dipole (all magnets are dipoles as in reality it
is a current loop, there is no magnetic field) then each magnetic "pole"
(these don't exist) exhibits the inverse square law of force, however at a
distance the dipole field force obeys an inverse cube law.
A short dipole field has lines of force as circles through the dipole, they
may be calculated using the mathematics of Biot-Savart and modelling the
short dipole as a current loop. Otherwise you have to work out a
complicated equation using a vector diagram of two magnetic poles n and s
close together and follow the tangent to the curve, the calculation requires
the use of an extra dimension but I have forgotton now how the mathematics
went.
--
Chris
"G=EMC^2 Glazier" <herbertglazier@xxxxxxxxx> wrote in message
news:17575-441B3E74-549@xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
QCD The magnetic force obey's the inverse square law. That means 3
feet from the magnet its 9 times weaker. Don't feel to bad about
this,for the force still makes it all the way to infinity. TreBert
.
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