Currently I'm solving monomorphics model with spherical end plates with a modified loop antenna, i.e. position and diameter. The current result is shown below. It shows that using the related dimensions leads to a coupling factor below 1.
Can you please double check the dimensions for the antenna? A radius of 15mm seems large and i'm still showing over coupled. Did you mean a diameter of 15mm? That seems more in line with EW's 13.5mm diameter loop antenna.

I don't change anything else but the antenna position, the configuration is still the one, James has send to me.
I tink thats good enough to go with. In a real world construction due to imperfections, in any case the exact antenna position has to be tuned/verified with a VNA. The basic system impedance will almost never be exact 50Ω and so on...
Nevertheless there will be only a small impedance mismatch that has to tuned out with an external tuner, this minimize the losses that is produced within the tuner (compared to the situation where the impedance difference is much grater).
From a construction viewpoint the position is almost ideal because there are no long wires necessary to feed the loop antenna. That configuration minimize the excitation of other modes inside the frequency range. TE01p is degenerate with TM11p (at least in a cylindrical cavity almost exact at the same frequency, while the conically shape seperates both modes, but not that much regarding to the eigen-frequency)
I don't change anything else but the antenna position, the configuration is still the one, James has send to me.
I tink thats good enough to go with. In a real world construction due to imperfections, in any case the exact antenna position has to be tuned/verified with a VNA. The basic system impedance will almost never be exact 50Ω and so on...
Nevertheless there will be only a small impedance mismatch that has to tuned out with an external tuner, this minimize the losses that is produced within the tuner (compared to the situation where the impedance difference is much grater).
From a construction viewpoint the position is almost ideal because there are no long wires necessary to feed the loop antenna. That configuration minimize the excitation of other modes inside the frequency range. TE01p is degenerate with TM11p (at least in a cylindrical cavity almost exact at the same frequency, while the conically shape seperates both modes, but not that much regarding to the eigen-frequency)
With the antenna in that configuration I get a huge -39dB reflection coeficient with a Q factor of 111,454!Q sounds a little bit high, how is it calculated? f/df (-3dB down from the baseline for S11)?
X_Ray, have you had any luck with doing a Time Domain Analysis in the 2.4Ghz range? I need to solve for fmin and fmax. Basically we need to figure out how to make the simulated frequency range equal to the time signal bandwidth. In my case that is 2.4054Ghz and 2.4059Ghz.


In a PM with @zellerium, we were discussing the software he uses and I started to think about why I wanted it. It just dawned on me that this would be much faster as a team effort. So I would like to make this proposal to those who have modeling capability. We need organization. Dr. Rodal's recent paper shows us how detailed we need to be in every aspect of this analysis, in order to find the right answers. The following list is the "data" that needs to be modeled and recorded. Starting with a frustum. I propose we use TT's design with the spherical end caps, or model Shawyer's latest design, but I'm open to suggestions. The point is, we choose 1 model, and model it to death, to get all the relevant data into a report. I do not mind preparing that report if the modelers can do the real work.
This list for data is based on much of what we've been doing here already, as much as on my own wish list. It is open for discussion and starts like this;
1. Optimal location for the antenna to excite TE013 and have ~50 Ohm input Z.
2. Optimal length, width, shape of the antenna for 50 Ohms.
3. Optimal location for probes to identify frequency and decay time at big end, small end and center wall. i.e., determine Q from the w*t and do VNA at each port.
4. Relative E, H and A, vector field strengths for different materials, PC, Ag, Cu, Al, etc. as a color plot, values & vectors. Everything consistent so they can be compared.
5. Relative Energy Density for different materials, PC, Ag, Cu, Al, etc. as a color plot and values.
6. Relative surface power dissipation for each material, color plot and values.
7. Relative temperature for each material, color plot.
I would put this together into a report or Smartsheet. http://www.smartsheet.com/for each Frustum shape/design/frequency mode. The key to me is to be consistent and thorough with each design, and repeat this for each mode shape and material. It's a lot of work to be thorough!
Dr. Rodal has done real research reports on the truncated cavity last year and now on the Mach effects in the MEGA drive. This type of research takes a lot of time and effort and needs to be coordinated and documented. That's why I want the software so I can do what is needed to advance the cause, but if we work as a team, we can do it together, under budget and ahead of schedule.
Todd
In a PM with @zellerium, we were discussing the software he uses and I started to think about why I wanted it. It just dawned on me that this would be much faster as a team effort. So I would like to make this proposal to those who have modeling capability. We need organization. Dr. Rodal's recent paper shows us how detailed we need to be in every aspect of this analysis, in order to find the right answers. The following list is the "data" that needs to be modeled and recorded. Starting with a frustum. I propose we use TT's design with the spherical end caps, or model Shawyer's latest design, but I'm open to suggestions. The point is, we choose 1 model, and model it to death, to get all the relevant data into a report. I do not mind preparing that report if the modelers can do the real work.
This list for data is based on much of what we've been doing here already, as much as on my own wish list. It is open for discussion and starts like this;
1. Optimal location for the antenna to excite TE013 and have ~50 Ohm input Z.
2. Optimal length, width, shape of the antenna for 50 Ohms.
3. Optimal location for probes to identify frequency and decay time at big end, small end and center wall. i.e., determine Q from the w*t and do VNA at each port.
4. Relative E, H and A, vector field strengths for different materials, PC, Ag, Cu, Al, etc. as a color plot, values & vectors. Everything consistent so they can be compared.
5. Relative Energy Density for different materials, PC, Ag, Cu, Al, etc. as a color plot and values.
6. Relative surface power dissipation for each material, color plot and values.
7. Relative temperature for each material, color plot.
I would put this together into a report or Smartsheet. http://www.smartsheet.com/for each Frustum shape/design/frequency mode. The key to me is to be consistent and thorough with each design, and repeat this for each mode shape and material. It's a lot of work to be thorough!
Dr. Rodal has done real research reports on the truncated cavity last year and now on the Mach effects in the MEGA drive. This type of research takes a lot of time and effort and needs to be coordinated and documented. That's why I want the software so I can do what is needed to advance the cause, but if we work as a team, we can do it together, under budget and ahead of schedule.
Todd
Has anyone considered that the thrust from the emdrive found in recent experiments might result from the Coriolis Effect. I have not researched this type of drive and only came across articles about this topic by accident so forgive me if this has been suggested already. In this type drive the microwaves would probably setup vibrations in the drive casing. This vibration might result in an effective force on the support structure as the Earth rotates. This might be interpreted as thrust. The Coriolis Effect is used in vibrating structure gyroscopes and mass flow meters. I haven't thought this out in detail but it seems a simple explanation given the small thrust. It could be tested by changing the drive orientation in relation to the Earth's rotation and by measuring and varying the casing vibration. I really hope this type of drive is real and physics are found to it explain it's operation bUT it seems a reach.

Nice! Similar to some results I had a while back. Notice the counting in ns. This is not TE013, but another mode.


Chen Yue's RF resonant cavity thruster may be not a frustum, but a semicylinder!
Excerpts from "An electromagnetic propulsion system and method" CN 105947224 A
• English translation
• Original PDF in Chinese with picturesQuote from: Chen YueBRIEF DESCRIPTION
[0029] FIG. 1 a typical electromagnetic propulsion resonator body diagram;
[0030] FIG. 2 (a) is a typical view of the XY plane electromagnetic propulsion of resonance cavity, (b) is a typical view of the XZ plane electromagnetic propulsion of resonance cavity, (c) is a typical resonant cavity electromagnetic propulsion YZ plane view, (d) is a typical perspective view of the electromagnetic propulsion of resonance cavity;
[0031] FIG. 3 electromagnetic waves in the resonant cavity of the uneven distribution diagram;
[0032] FIG. 4 block diagram of an electromagnetic propulsion program.
detailed description
[0038] The electromagnetic propulsion power module input signal is less than equal to the maximum power capacity of electromagnetic propulsion module to obtain electromagnetic propulsion module to work required thrust power ratio; the electromagnetic propulsion module frequency of the input signal to the electromagnetic propulsion module the resonant frequency is preferably in the center of the 3dB bandwidth of the electromagnetic propulsion module to work properly.
[0039] The electromagnetic propulsion module includes a resonant cavity inside an asymmetric structure, the use of electromagnetic propulsion module inside the resonator cavity asymmetric structure, produce uneven microwave radiation pressure, and then in the resonant cavity be unbalanced electromagnetic force to external output thrust. Asymmetric structure is preferable to adopt a resonant cavity electromagnetic propulsion resonant cavity, electromagnetic propulsion system around the resonant cavity electromagnetic propulsion structures, electromagnetic propulsion resonant cavity shown in FIG. 1, respectively. As can be seen, electromagnetic propulsion resonant cavity is divided into four faces: plane Sa, surface Sb, plane Sc, plane Sd, as shown in FIG. Sa mounted on a plane microwave power input device on a plane Sc plane fitted with microwave power extraction apparatus. Input to the feedback power control module from the microwave power extraction means to extract microwave power as a feedback power. Electromagnetic propulsion thrust output of the resonant cavity Preferred conditions: input microwave power frequency electromagnetic propulsion within 3dB bandwidth of the center frequency of the resonant cavity. Under the operating conditions of the effect of microwave power, electromagnetic propulsion resonant cavity can be unbalanced microwave radiation pressure, and thus in the resonant cavity be unbalanced electromagnetic force, thrust externally output, as shown in FIG. Select the lowest electromagnetic propulsion mode resonator center frequency f〇 electromagnetic propulsion system frequency. Semicylindrical cavity of the radius R (meters), length L (in meters) and preferably the relationship between the center frequency F0 (Unit GHz) between the semi-cylindrical cavity of:
[0040]⑴
[0041] Preferably R = 86 mm, L = 117.7 mm, using the formula (1) f0 were solver to 2.45 GHz.
...Short calc results using the given dimensions, source was a electric dipole.
As you can see in the first two results the situation differs from calculation to calculate. The reason is slightly different mesh size and coupling factors.
Don't forget to include the spherical end-plate frustum with Q of 111,454. That is a pretty significant increase.Again, at the moment I don't believe in this Q values based on calculations with HOBF. I get freaky inconclusive results when using it.
EDIT
This is the same frustum as used for the Q compare but using HOBF and fine mesh. Instead of natural possible QL~36000, i get 207000 loaded Q!Can EmPro calculate Q?
If yes can you check the results with EmPro?https://forum.nasaspaceflight.com/index.php?topic=41732.msg1626572#msg1626572
FEKO SE calculation is above, EMPro (FEM Eigenresonance solver) below.
Dimensions are the same, material is copper in both cases. EMPro results should show Q0.
The quote attached is a copy of my post in the EMDrive main thread #9.
The simulations are related to the discussion of the {Q}uality -factor when the small end of a truncated conical cayity resonator is below, at or above the cutoff diameter of a cylindrically waveguide.
To use the related value is frequently stated by TheTraveller(TT) (he says he quotes Shawyer in this regard) and have suggested to take it as a rule, i.e. to make the small diameter equal to the cutoff diameter.
Several explanations where given by TT but nothing conclusive.
For example, that there is no reflection at all if the small end plate diameter is below this cutoff rule. This was debunked as nonsense by Dr.Rodal and others.
As one of lastest "explanations" TT stated that the Q for such a cavity is much smaller ( or even: "...below anything usefull..") than for a cavity that fits the so called cutoff rule.
The results shown here debunk this to be nonsense also.
Please note that this tells nothing about differences related to (possible) thrust generation.As you can see in the first two results the situation differs from calculation to calculate. The reason is slightly different mesh size and coupling factors.
Don't forget to include the spherical end-plate frustum with Q of 111,454. That is a pretty significant increase.Again, at the moment I don't believe in this Q values based on calculations with HOBF. I get freaky inconclusive results when using it.
EDIT
This is the same frustum as used for the Q compare but using HOBF and fine mesh. Instead of natural possible QL~36000, i get 207000 loaded Q!Can EmPro calculate Q?
If yes can you check the results with EmPro?https://forum.nasaspaceflight.com/index.php?topic=41732.msg1626572#msg1626572
FEKO SE calculation is above, EMPro (FEM Eigenresonance solver) below.
Dimensions are the same, material is copper in both cases. EMPro results should show Q0.