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Re: Tesla Coil RF Transmitter



Original poster: stork <stork@xxxxxxxxxxxxxxxxxxx>

Hi Steve,

Again, if you don't believe in displacement current, you still have to explain how electrostatic forces can do mechanical work.

It's not difficult.

F = qE          Lorentz Force Law.  Defines an E field really.

dW = F.dl       dl is distance moved related to work differential,dw.

dW = qE.dl E.dl is a scalar product.
E has only a single component
in the radial direction to q whereas dl has a component in the radial direction also, but may have components in other directions perpendicular to the radial direction. E has no effect on componts perpendicular to r (dot product reduces to zero) so this reduces to:


dW = qEdr

W = q INTG Edr Integrating we have total work done by E in the radial direction (longitudinal direction in our experiment) on q.

If you agree
that there can be no electrical power without voltage and current being present at once, then you must admit that there can be no mechanical work without E x H. So if you are able to move a non-conducting object using an electrostatic field, displacement current must exist. That is my argument and I'm still waiting to see a counter argument.

Of course, I don't agree. See above. You'll note there is no dispalcement current and work is performed by an E field on q. In electrostatics there is no need for E X H or magnetic fields to do work.



>No one can experimentally measure a magnetic field produced by a >"dispalcement current" in a dielectric field.
Explain how the balloon pulls up to the ceiling and sticks to it after rubbing on the cat, then. If mechanical work was performed, there must be both E and H fields present, and the only thing that could have created the H is displacement current since there are no conductors present to carry conduction current.

Again, no need to invoke E and H fields and displacement currents. Coulomb's Law easily suffices here.

F = (1/4piEo)q1q2/r^2

This is just a simple example of triboelectrification and attraction of oppositely charged bodies.

Stork