Stephen A. Lawrence wrote:
 >
 >
 > Paul wrote:
 >> Stephen A. Lawrence wrote:
 >> [snip]
 >>  >> You mean sci.physics.relativity.pub?  I'd like
to
 >> know
 >>  >> where physicists such as Ed Witten hang out
 >> online.  :-)
 >>  >
 >>  > The news group "sci.physics.relativity".  It's
 >> crawling with total
 >>  > loonytunes with just a few real physicists.  Ed
 >> Witton doesn't sound
 >>  > familiar; I don't think he hangs out there
 >> (probably has more sense).
 >>
 >> Well you should recognize the name Ed Witten. 
He's
 >> the guy who took all the nightmarish flavors of
the superstring
 >> theories and created
 >> M-theory!  :-)  He's almost worshipped in the
physics community.
 >>
 >>
 >>
 >> [snip]
 >>  >> Yes, understandably, but I'm just trying to
come
 >> up
 >>  >> with ideas to meet the demands of conservation
of
 >> energy.  I'm sure
 >>  >> there must be some
 >>  >> genius QM physicists out there that have an
 >> answer.  So far haven't
 >>  >> met any with an
 >>  >> answer, but I would expect some silly answer
such
 >> as, "Oh yeah, the
 >>  >> energy comes at the cost
 >>  >> of information. The probability of knowing the
 >> electrons location
 >>  >> decreases."  ;-)
 >>  >
 >>  > Actually as I think about this it seems like
the
 >> overall field strength
 >>  > and, hence, field energy must decrease as two
 >> dipoles approach (due to
 >>  > the fields of the two dipoles "mostly
canceling"). I don't know if the
 >>  > reduction in field energy matches the gain in
 >> mechanical energy but it
 >>  > might.
 >>
 >> No, no, no.  Two magnetically aligned dipoles
increase
 >> the net magnetic field.
 >
 > That's true, but two aligned dipoles don't attract
each other.

No, it's the process of two *unaligned* dipoles in the
act of rotating to alignment.  That 
generates kinetic energy in addition to an increase in
net magnetic field.



 > You need to flip one so they're N-S, S-N for there
to be attraction

They attract until they are perfectly aligned NS NS.



 >, and in that case the fields cancel as they
approach.

That's not true.  When aligned they are NS NS.  That
is full magnetic alignment and they 
do *not* cancel.  The net field increases.



 > If they're identical
 > (but with one flipped), and if you could move them
together until they
 > were co-located, you'd have zero net field.
 >
 > Here's a picture of two dipoles, oriented
vertically, which will attract
 > each other (using coils produces the same result
but is harder to draw
 > in flat Ascii than the "mythical" two-charge
dipoles):
 >
 >
 >    N       S
 >    |       |
 >    |       |
 >    |       |
 >    S       N


Again that is half magnet alignment.  Also your
drawings look more like rods, not dipoles. ;-)

Here's fully unaligned (max cancellation) -->

NS....SN


Here's half alignment -->

N....S
S....N


Here's full alignment (max net field) -->

NS....NS




 > When they are allowed to go all the way together,
so that they're
 > touching, the colocated N and S "charges" produce
canceling fields:
 >
 >    NS
 >    ||
 >    ||
 >    ||
 >    ||
 >    SN

A lot of people get this mixed up, but it becomes
clear when one understands that the 
magnetic field in front of a dipole is twice the
density as the sides. That is why full 
alignment is NS NS, when the poles are *facing*.
That's why your above diagram is half 
alignment.




[snip]
 >>  > That, on the other hand, leads to problems in
the
 >> case with two
 >>  > electromagnets, where the same reduction in
total
 >> field strength must
 >>  > occur, _but_ where we've already paid the
energy
 >> bill by overcoming the
 >>  > back EMF in the coil as it moves through the
 >> field....
 >>
 >>
 >> Again, you have it backwards.  See above comment.
 >
 > I think I have this straight, but I may have said
it wrong.
 >
 > If we place two relatively INVERTED electromagnets
next to each other,
 > they attract each other, and if we allow them to
come together, there's
 > a back EMF as they approach, and we need to add
electrical energy to
 > maintain the current in the loops.  If we have two
ALIGNED
 > electromagnets, to bring them together, we need to
_force_ them together
 > (they repel)

Two aligned electromagnets do not repel.  They
*attract*.



 > and as we do so, there's an induced forward EMF --
we get
 > electrical energy out.

That's backwards. :)  As they attract and move closer
there's back EMF, which consumes 
energy from the battery.



Regards,
Paul Lowrance



 
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