I just came across an interesting paper that explains why displacement currents are a myth. Let's be clear, displacement currents are a simple way of dealing with problems, and can be used as such, but they are not a physical reality. In http://www.asps.it/miller.pdf Miller starts from Jefimenko's work and explains to us that Maxwell's equations are non-local since they instantly connect distant objects, like B and E, or D and ρ. If they can do this, it is not that B instantly creates E somewhere else (or vice versa), it is that these objects have common causes. What are the causes? 1. E is a function entirely of electric charge density and current density. 2. H is a function entirely of current density So when we write e.g. ∇xE = ∂B/∂t, it is not that a varying magnetic field creates an electric field. The only causes of the effects are the charges, and the movements of the charges. So a displacement current, unlike a charge current, cannot create a magnetic field or electromagnetic waves. This justifies justifies my replies #180 and #184. Cherry on the cake, this is perfectly in line with relativity.
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"Open your mind, but not like a trash bin"
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