Monomorphic, can you please run a FEKO sim and post the cross-section image of this particular frustum:
mode: TE013
Freq: 2.450 GHz
SD: 149.30 mm
BD: 275 mm
LN: 275 mm
cone half-angle: 12.9°
Df: 0.832
Here you go. Same antenna size and location. Peak resonance at 2.44825Ghz These E-fields are weaker.I guess the few MHz difference is caused by different mesh conditions as well as by the fact that i used a point source instead of a loop.
It implies, that Q is higher in the case with the undersized small plate.Due to the assumption of the impact on Q regarding small end below cutoff I did a few short sims using FEKO.
What I found is surprising but thats the result.It implies, that Q is higher in the case with the undersized small plate.
The only differences are the cavity size itself and an adjustment of the loop antenna to get an reflection coefficient (linear magnitude) less than 0.1
Due to the assumption of the impact on Q regarding small end below cutoff I did a few short sims using FEKO.
What I found is surprising but thats the result.It implies, that Q is higher in the case with the undersized small plate.
The only differences are the cavity size itself and an adjustment of the loop antenna to get an reflection coefficient (linear magnitude) less than 0.1In other words, the conjecture that the Shawyer cut-off rule may have been related to a lower quality factor of resonance Q when the the small end is below (what would be the) cut-off (for a constant cross section open waveguide), is proven false. The truncated cone that is below cut-off has actually higher Q than the truncated cone above cut-off.
However I expect that the heating of the small end plate is greater for the truncated cone that is above cut-off, as the highest intensity fields are closer to the small end plate and better able to heat (by magnetic induction) the small end plate when the truncated cone is terminated before what would be cut-off.
http://forum.nasaspaceflight.com/index.php?topic=41732.msg1624710#msg1624710
Due to the assumption of the impact on Q regarding small end below cutoff I did a few short sims using FEKO.
What I found is surprising but thats the result.It implies, that Q is higher in the case with the undersized small plate.
The only differences are the cavity size itself and an adjustment of the loop antenna to get an reflection coefficient (linear magnitude) less than 0.1In other words, the conjecture that the Shawyer cut-off rule may have been related to a lower quality factor of resonance Q when the the small end is below (what would be the) cut-off (for a constant cross section open waveguide), is proven false. The truncated cone that is below cut-off has actually higher Q than the truncated cone above cut-off.
However I expect that the heating of the small end plate is greater for the truncated cone that is above cut-off, as the highest intensity fields are closer to the small end plate and better able to heat (by magnetic induction) the small end plate when the truncated cone is terminated before what would be cut-off.
http://forum.nasaspaceflight.com/index.php?topic=41732.msg1624710#msg1624710At the moment i am careful to state this is proven to be false.
This calculations are based on a relative coarse mesh and somewhat more than 20 single runs to get almost impedance match. This taked a whole day. It must be repeated with a finer mesh and this will take lot of days. But yes at the moment it seems to be as it looks like.
Due to the assumption of the impact on Q regarding small end below cutoff I did a few short sims using FEKO.
What I found is surprising but thats the result.It implies, that Q is higher in the case with the undersized small plate.
The only differences are the cavity size itself and an adjustment of the loop antenna to get an reflection coefficient less than 0.1 (linear magnitude).
Due to the assumption of the impact on Q regarding small end below cutoff I did a few short sims using FEKO.
What I found is surprising but thats the result.It implies, that Q is higher in the case with the undersized small plate.
The only differences are the cavity size itself and an adjustment of the loop antenna to get an reflection coefficient less than 0.1 (linear magnitude).What antenna position and dimensions yielded the best impedance match? I'm curious how different it is for flat vs spherical endplates.
Due to the assumption of the impact on Q regarding small end below cutoff I did a few short sims using FEKO.
What I found is surprising but thats the result.It implies, that Q is higher in the case with the undersized small plate.
The only differences are the cavity size itself and an adjustment of the loop antenna to get an reflection coefficient less than 0.1 (linear magnitude).What antenna position and dimensions yielded the best impedance match? I'm curious how different it is for flat vs spherical endplates.
I know it is a lot of work and massive time consumption(to get Impedance matching), but it would be nice if you are able to confirm or reject the general result (Q difference) using a finer mesh.
Solutions converged after analyzing 38 frequencies. The frequency was lower with the finer mesh. Same antenna now shows over coupled and low reflection coefficient as well. Interesting results.These results are very important as they indicate that Shawyer's strange "cut-off" rule cannot be defended arguing lower Q for a more pointed truncated cone.
Two explanations for Shawyer's strange "cut-off" rule remain (can readers think of other explanations ?)
1) EM Drive as an experimental artifact due to asymmetric heating of the truncated cone: when the truncated cone is extended beyond what Shawyer calls "cut-off" there is a dead area near the small end plate and hence the small end plate cannot be as efficiently heated by induction heating.
2) The EM Drive as a real drive able to propel a spacecraft, as explained for example by WarpTech (Todd)'s theory due to asymmetric dissipation on the metal. When the truncated cone is extended beyond what Shawyer calls "cut-off" there is a dead area near the small end plate and hence the small end plate does not have as much dissipation.
What does McCulloch's theory, Minotti's theory and other theories have to say about extending the EM Drive beyond what Shawyer calls "cut-off"?
I know it is a lot of work and massive time consumption(to get Impedance matching), but it would be nice if you are able to confirm or reject the general result (Q difference) using a finer mesh.
I used a finer mesh and got different results.Solutions converged after analyzing 38 frequencies. The frequency was lower with the finer mesh. Same antenna now shows over coupled and low reflection coefficient as well. Interesting results.
What were your mesh settings?

Not to change the subject, but I was working on visualizing how a parabolic major end-plate might focus the RF towards the small end using different focal points. This was one of the first runs that I wanted to share. This is a TE013 spherical end-plate frustum with sidewalls removed.

I have also been working on refining the so-called "parabolic geometry." I think it has great potential.
BTW the recent discussion re: the KISS low watt thruster is really no more than a curiosity. Even should it function, it would not be functioning at a power level that would make it useful for any of the kinds of tests that would or will be needed to attempt to figure out how any thrust is being generated. In a way it is like a flea circus, if it moves great but there is not enough going on to rule out the many issues that have been raised and re raised or even really show how or why it moves. The design is not robust enough that as a KISS experiment that the mechanism behind any positive results could be positively identified.
2mN using 8W Rf is a curiosity? NASA used 80W to generate 100uN.
So we are going from 1.2mN/kW to 250mN/kW. Best Ion Thruster that I know is around 60mN/kW. Best that SPR had reported is 326mN/kW. My experiments suggest 0.6N/kW is doable with non superconduction thrusters.
The engineering is done. It can scale as this KISS build will show. SPR engaged a team of academic and industry experts to examine, test and develop a underlying theory, which has been independently tested. It may not have been peer reviewed but the theory is sound and supports the engineering.
There is no curiosity here. What is here is a propulsion revolution.
TT it is misleading to compare your current KISS design and the EW frustum, even small changes in geometry seem to have significant impact on resonance and thus one would expect thrust. The frustums are not only of differing dimensions the equipment generating and controlling the MW introduced into the frustum are not equivalent.
Not to change the subject, but I was working on visualizing how a parabolic major end-plate might focus the RF towards the small end using different focal points. This was one of the first runs that I wanted to share. This is a TE013 spherical end-plate frustum with sidewalls removed.