Re: ballistic gravitation

Maxwell's equations depend on ampere cicuital law which is not true. In a
loop of wire carrying current the magnetic field is at a minimum along the
axis (the value given by ampere) but rises linearly towards the wire.

I checked my theoretical (based on Biot-Savart) experimentally. The field
near the wire is 3 times the field at the axis for a circular loop of wire.

Since a coil is a series of loops of wire this is true of coils as well.

This means the inductance of a coil is higher than mu x NA/L.

The law of biot-savart says that the force on a current element by another
current element is (i1 dl i2 dm)sin(theta)/r^2 where dl and dm are current
elements and theta is the angle between them.

If you integrate that for a current element inside a loop you get a value
that changes as 1/r from the wire until the axis when it turns over and is
1/r from the other side (across a diameter).

If you integrate all round an inner loop you get a pressure on the inner
conductor and if you displace the inner loop then a restoring force tends to
push it to the axis.

This contradicts the gaussian magnetic shell theory. This implies that
Maxwell is untrue.

I think of a magnetic field as the result of the lorenz contraction of
drifting electrons v static positive charges in the two wires in question,
it is an electrostatic field thus eliminating magnetism the force is
mediated by virtual photons and is like a 4 D perpective effect of movement
observed by light.

With alternating current real photons are launched by electrons in the wire
as they change their energy in hops and the photons hit electrons elsewhere
in a statistical manner so the inverse sqaure law becomes a result of
probablity. This is true in the electrostatic case as well.

So there are no electric or magnetic fields only photons in a shrodinger
statistical interaction.

Fumf has spoke.

Now re-write electromagnetism! I challenge you Sue!

--
Chris
http://www.myphilosophy.eu

sue wrote:
There are two users of particle light in physics.

1) Those that love probability and statististics.

2) Those that hate Maxwell's equations.

Only the first group ever produces anything. :-)

Time-independent Maxwell equations
Time-dependent Maxwell's equations
Relativity and electromagnetism
http://farside.ph.utexas.edu/teaching/em/lectures/lectures.html

Maxwell's equations in classic electrodynamics
(classic field theory)_
a) Maxwell equations (no movement),
b) Maxwell equations (with moved bodies)
http://www.wolfram-stanek.de/maxwell_equations.htm#maxwell_classic_extended

Propagation in a dielectric medium
http://farside.ph.utexas.edu/teaching/em/lectures/node98.html
http://web.mit.edu/8.02t/www/802TEAL3D/visualizations/light/index.htm
http://www.ee.surrey.ac.uk/Personal/D.Jefferies/antennas.html


Sue...







...

http://en.wikipedia.org/wiki/Path_integral_formulation
Sue...


.

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