386(4): Example of Antisymmetry being Conserved

Many thanks again, is it possible to graph the potential and field? This is an important test example. The standard model violates antisymmetry, so the standard dipole field and potential can no longer be used on the ECE2 level. This interesting example shows that B = B1 – B2 is a static magnetic field in k. So a static magnetic field can be obtained from a combination of two novel fields B1 and B2. In the next note I will work out the example:

B = curl A – omega x A

and

curl A = – omega x A.

which will be solved simultaneously with the antisymmetry laws. This is the special case alpha = A.

To: EMyrone@aol.com
Sent: 25/08/2017 20:54:23 GMT Daylight Time
Subj: Re: 386(4): another example

I found an example potential A =

from where the spin connections of eq.(24) result as unique solutions:

This gives

del dot (omega x A) = 0
and
del dot (curl A) = 0

as required. The fields B1 and B2 are
B1 =
B2 =

therefore:
B = B1-B2 =

This is not a dipole field. What should come out for B?

Horst

Am 25.08.2017 um 12:39 schrieb EMyrone:

Antisymmetry is proven to be conserved in general in magnetostatics provided that there exists a novel vector potential alpha defined by the spin connection term as in Eq. (7). This defines the vacuum or aether or spacetime current density (20), which can be expressed as (21). The standard model of magnetostatics is refuted entirely because it does not contain a spin connection and is not generally covariant. The standard model violates conservation of antisymmetry, the fundamental antisymmetry of the electromagnetic field tensor (an antisymmetric two-form of differential geometry). This was first shown in UFT131 ff. The standard model is Lorentz covariant only, and is a nineteenth century un-unified field theory, now refuted in many ways by many workers. ECE2 is generally covariant because Cartan geometry is generally covariant. In other words ECE2 is a generally covariant unified field theory (ECE and ECE2 theories). The existence of the spin connection has been proven experimentally and to high precision in UFT311, UFT321, UFT364, UFT382 and UFT383, and in many other UFT papers covering a wide range of physics and chemisty. Similarly the standard gravitational and electroweak theories are entirely obsolete (e.g. UFT225 shows up fundamental errors in the electroweak theory) and there now exist two major Schools of Thought in physics (ECE and ECE2 and the obsolete standard model)

386(4a).pdf

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