I've suggested (& published in 21 journal papers) a new theory called quantised inertia (or MiHsC) that assumes that inertia is caused by relativistic horizons damping quantum fields. It predicts galaxy rotation, cosmic acceleration & some observed lab thrusts without any dark stuff or adjustment. My Plymouth University webpage is here, I've written a book called Physics from the Edge and I'm on twitter as @memcculloch

## Friday, 29 April 2016

### Dark energy, inflation & emdrive

The articles that have appeared recently about MiHsC and the emdrive make a valid link with the flyby anomalies, but the clearest didactic link would be with the cosmic acceleration that MiHsC also predicts without the need for dark stuff. The following is a simplification for the purposes of explanation:

For Unruh radiation, the lower the acceleration, the longer the wavelength. So, in MiHsC, the universe's inability to support Unruh wavelengths longer than itself, because they would be unobservable, predicts a minimum possible cosmic acceleration. To support this line of thinking, the minimum acceleration predicted by MiHsC (2c^2/HubbleScale) agrees with the observed cosmic acceleration. Now imagine two universes, side by side as shown in the schematic here:

The large universe on the right has a minimum acceleration that is predicted by MiHsC to be 2c^2/BigDiameter. The universe on the left has a minimum acceleration predicted to be 2c^2/SmallDiameter (this acceleration is larger). So, if an object (a photon) goes from the big to small universe (along the red arrow) its acceleration must increase in a new way (driven by apparently new energy from MiHsC). In going from the small to big universe, the minimum acceleration must decrease. In both cases there is a net acceleration towards the small universe which is proportional to: 1/SmallDiameter - 1/BigDiameter. The emdrive is very similar, except now the horizon is given by the shape of the cavity and the small and big universes are the small and big ends of it. Conclusion: the emdrive is an asymmetric universe for its photons.

As an aside, the higher minimum acceleration predicted by MiHsC in the smaller universe, models a kind of inflation for the smaller early universe, as needed by cosmology to explain the flatness problem.

DataPacRat said...

I'm still trying to wrap my head around a few aspects of MiHsC.

For example, assuming MiHsC, how large would the minimum acceleration have been around the time of recombination, 378,000 years after the Big Bang? How much smaller would inertial mass have been for any given particle, compared to today?

Have you already worked out how far back you would have to go before MiHsC's equations lead to some unexpected conclusion about the early universe, which standard physics doesn't describe?

And as a somewhat silly question - if someone wanted to write a science-fiction universe including MiHsC, can you think of any rough estimates of how efficient emdrive-like devices might become? :)

Alain_Co said...

just a joke.
if universe is a point, then minimum acceleration is infinite ?

you created the big bang.

Mike McCulloch said...

DataPacRat: If at the time of recombination the redshift was 1100, the universe was about 1/1101 th the size it is now, and the minimum acceleration predicted by MiHsC is then 7x10^-7m/s^2 (so about a 1000 times bigger an effect than now). The drop in inertial mass due to MiHsC depends on the particle's mutual accelerations, but the drop in inertial mass would be 1000 times that of today for a given acceleration. It is necessary to be careful though, because changing inertia this way changes the past dynamics and size, and a proper model would be needed to look into it.

In my opinion the emdrive is only tickling the dragon, and a lot of mass-energy is there to be got out. Look at the size of dark energy (that MiHsC predicts). To get at it we need to learn how to put better horizons in the vacuum. In my view, what is mass-energy but the consequence of a horizon? Lots of scope for sci-fi there.

Mike McCulloch said...

Alain: I get into trouble for everything! :) Luckily Heisenberg gets me off the hook, no points allowed. Planck's scale is a fine as we can go.

Unknown said...