My guess is that you did not even read the link or do any research of your own. TYPICAL MacM behavior.
There is the fact that the power of the radiation is tiny and the wavelength is of the order of light years and so it cannot be detected by any apparatus that we have. So how do you suggest we measure
Bremsstrahlung of charged particles in Earth's gravitational field?
I have not done the calculations myself so the power and wavelength may be wrong.
Perhaps you have absolutely SOME evidence to not support the consensus?
The consensus is the usual scientific process - a theory is falsified when there is
evidence that falsifies it. There is no evidence of that the Bremsstrahlung from a charged particle can be used to determine whether the observer is being uniformly accelerated or is in a gravitational field.
There are published papers that suggest that purely local experiments can distinguish a stationary charged particle in a static gravitational field from an accelerated particle in (gravity-free) Minkowski space , e.g.
Radiation from a Uniformly Accelerated Charge and the Equivalence Principle (originally submitted in 1993, last revised in 2001 but probably still relevant). But there are also papers suggesting the the reverse.
RussDill
EEP =
Einstein equivalence principle
- The weak equivalance principle holds (All test particles at the alike spacetime point in a given gravitational field will undergo the same acceleration, independent of their properties, including their rest mass) and
- The outcome of any local non-gravitational experiment in a laboratory moving in an inertial frame of reference is independent of the velocity of the laboratory, or its location in spacetime.