I can't quite wrap my head around it at the moment, but wouldn't that basically break the simultaniety of events?
Worse than that, if the train frame and the ground frame are equivalent (as they should be per Newton and Lorentz) it means that em-drive is in two places at the same time.
White's model (as far as I understand it) does not have that problem, but then he basically introduces aether, and this causes other problems...
---------- Post added 06-07-15 at 11:39 AM ---------- Previous post was 06-06-15 at 09:30 PM ----------
Which theory is simpler: one that involves particles with properties identical or substantially similar to known particles, except for a different mass, behaving exactly according to the laws of gravity and motion now known (keeping in mind that the set of known particles contains several examples of families of particles with identical properties except for different masses already), or one that involves no extra particles, but involves significant changes to gravity and/or the laws of motion?
It does not matter which theory is simpler, it matters which theory can be (dis-)proven by observation or experiment. And you cannot throw out valid experimental data simply because it disagrees with your preferred theory. Yes, it works both ways
The em-drive either moves, or it does not. If it moves, it either involves new physics, or it does not. If it involves new physics, then new physics must be reconciliable with existing physics. Nobody is really questioning that.
Even if em-drive moves, it does not prove that Newton's laws are wrong, any more than a varistor proves that Ohm's law is wrong. But what em-drive critics are doing at the moment, is like saying that a varistor must be a fraud, because R is not constant, and Ohm's law demands that it must be constant. Duh. Ohm's law was formulated based on observations in metals, and semiconductors are not metals. As simple as that. You can of course extend Ohm's law to hold in semiconductors, by saying that 1/R is proportional to carrier density, and carrier density can be modified. But Ohm and his contemporaries did not know that you can modify carrier density, or even that there is such thing as carrier density. All they knew was that there was a dependency of R on material and temperature, and they wrote formulas based on that.
Newton's laws were formulated based on obsevations in absence of strong RF e-m fields. What makes you think that they still hold in presence of such fields? Or, more precisely, what makes you think that there is no electro-gravitic (or electro-inertial) coupling which causes additional forces to be generated in such regime? Thus leading to an
apparent violation of Newton's law, simply because you now have unaccounted for forces present in the setup. At one time people believed that electricity and magnetism are separate, because let's face it, it's much more difficult to generate
noticeable magnetic field using electric current than using a fixed magnet.