In a message dated 2/27/05 6:45:34 PM Pacific Standard Time, [EMAIL PROTECTED] writes:
Scalar Waves by Konstantine Meyl, Pg. 530 to 566., 2003 Indel:
"Demokrit (460-370 BC) equated the vortex concept with "Law of nature "= the first attempt to formulate a unified physics.
Comparison of Faraday's Universal Theory of Objectivity to the special case of Maxwell's Theory and Relativity:
In continuation of the above comments on Faraday's Universal Theory of Objectivity as presented by Konstantine Meyl in his Scalar Waves book, Pg. 566:
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Maxwell's field equations can be derived from the Faraday transformation equations of the electric E = v X B unipolar conduction and the magnetic field H =-v X D equation of convection).
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"Pg 565, Konstantine Meyl Scalar Waves:
The two equations of transformation and also the form that derived field equations show the two sides of the medal, by mutually describing the relation between the electric and magnetic field strength (between E and H). We get on the track of the meaning of the medal itself by inserting the dually formulated equations into each other. If the calculated H-field from one equation is inserted into the other equation then as a result a determining equation for the E field remains. The same vice versa also functions to determine the H field. ....
Not in a single textbook a mathematical linking of the Poisson equation with the wave equation can be found, as we here succeed in for the first time. ..
As a consequence of the Maxwell equations in general and specifically the eddy currents not being able to form structures, every attempt has to fail, which wants to derive the Schrodinger equation from the Maxwell equations. ..."
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"Pg 555, Konstantine Meyl Scalar Waves:
Such a difference for instance is, that it is common practice to neglect the coupling between the fields at low frequencies. While at high frequencies in the range of the electromagnetic field the E and the H field are mutually dependent, at lower frequency and smaller field change the process of induction drops correspondingly according to Maxwell, so that a neglect seems to be allowed. Now electric and magnetic field can be measured independently of each other. Usually is proceeded as if the other field is not present at all.
This is not correct. A look at the Faraday-law immediately shows that even down to frequency zero always both fields are present. The field pointers however stand perpendicular to each other so that the magnetic field pointer wraps around the pointer of the electric field in the form of a vortex ring in the case that the electric field strength is being measured and vice versa. "
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