A new Additional Theorem is introduced, arrived at from a mathematical
transform equation, which allows the time resolved terms, involving
Maxwell’s Equations, to be solved for. Examples on how to use
Maxwell’s Equations, for propagating plane waves, in free space,
within the x-ray spectrum, are shown, in which the contour integral
velocity, in units of meters per second, is solved for in general
terms. The necessity to substitute, for the terms and factors,
included in Maxwell’s Equations, equivalent Relativistic
expressions, is briefly discussed, in order to arrive at the correct
equations, for the terms, when considering electromagnetic waves in
the x-ray spectrum. An example of how possibly to model sources of
x-rays, in general terms, emanating from the Sun, using the
Ampere-Maxwell Law, and new Additional Theorem, is given, along with
an example to better understand the nature of the relationship between
the contour integral velocity, magnetic field, and current flow, when
considering electron flow, within a closed surface.
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