Just passing through again...
The wavefunction of a rotating (bound) emdrive system cannot be a free energy generator. It acts like any other 2D oscillator and its energy increases with P, not PQ. Only the linear free space wavefunction is free of this "phase braking", if you will and does not have linear eigenvalues. I think this has been mentioned numerous times by various people.


I think most of us are trying to look at the emdrive from the perspective of fundamental physics. Everything in this realm is pretty well buttoned up
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a couple of key fundamentals have eluded us. Having no theory yet, I can only believe these are the the areas where the emdrive effect might reside. I cannot see fundamental physics working to explain it.
I used known physics when I posit that the lower-sideband EM momentum is exhausted as heat, resulting in a momentum imbalance and thrust. It seems appropriate to first investigate what tested and established physics may be in play before resorting to the extraordinary.
Why no comments or cites of my NEPSOP/Nibiruian Conjecture? I find it discouraging and troubling. I refrain from idle chatter here, preferring research instead. Why am I the only one interested in dispersion and dynamics of acceleration and Doppler effects? It pertains to CoE/CoM and thrust, tuning at/near cutoff and the dynamics of the frustrum itself.
See here!
http://forum.nasaspaceflight.com/index.php?topic=39004.msg1472941#msg1472941
Why isn't there more reverse-engineering of more of Shawyer's work, rather than discussing Cones, Q, and return loss ad-nausem? I think it is remiss of us not to consider most if not all of what he's written, and then understand the salient properties and phenomena. We find him discussing and employing a high-Q cone tuned at cutoff. So some of us set off to do likewise, while pretty much ignoring what he's said about motor/generator effects and CoE through a Doppler mechanism. His central point, even if bogus, is the difference in forward and reverse group velocity which is a property of the frustrum anisotropic dispersion. Anisotropic dispersion, anisotropic Doppler spreading, and asymmetrical spectral dissipation seem connected....Herein lies the basis for much of the emotion about the emdrive. Does one believe new physics is even possible? IMO you would almost have to considering what we observe and cannot yet explain...gravity and the expanding universe.
Moreover I believe its about attitude, and having a certain sort of existential faith. Does one believe, have faith, that the existence is knowable, understandable, reasonable, and that one's efforts to create our meaning through purpose are worthwhile? Does one have enough faith to invest time and treasure, suffering "the pidgeons from h*ll" (as some refer), messing all over their efforts? Ah, to 'start again at your beginnings, and never breath a word about your loss'.
At Reddit an indictment of delusion and counsel of despair was posted about perhaps one of the most faithful (consequently ironically, least credible) who was among us. Perhaps correctly, perhaps not. Yet if there wasn't the faith of those willing to pay the price, would there be any great achievements or progress, save for dumb luck? Whose to know till after the hand's played?
) and read the thousands of posts on here through the years you'll run across the musings of the physics of this drive and the theories are almost countless. Even the wonderful Foobie Dust theory.
Just passing through again...
The wavefunction of a rotating (bound) emdrive system cannot be a free energy generator. It acts like any other 2D oscillator and its energy increases with P, not PQ. Only the linear free space wavefunction is free of this "phase braking", if you will and does not have linear eigenvalues. I think this has been mentioned numerous times by various people.
Meeting you in the corridor while you are quickly passing through...
1) There is an angular velocity below which the wavefunctions of a rotating resonant cavity do not drastically change, and therefore they remain standing waves as in a non-rotating cavity. After all, resonating cavities tested in Labs, are on the Earth that is rotating around its axis once a day (7.27 × 10^-5 rad/s) and around the Sun once a year ( 2.0x10^-7 rad/s), and around the center of our Galaxy...
This limit angular velocity is proportional to c/R for an optical cavity, which appears like a significant number. Have you calculated that this is an actual practical limit to render the rotating EMDrive free-energy generator impossible for the EM Drive force/power being claimed by EM Drive experimenters?
2) TheTraveller is planning a rotary experiment with the EM Drive. Is the geometry and angular velocity that TheTraveller planning to test below or above the limit angular velocity at which the wavefunctions of a linear resonator drastically change ? In other words, is TheTraveller's experiment going to be subject to this "phase braking"?
attachment: frequency difference as a function of angular speed for optical cavity
One of the things I'd like to see addressed in the real world tests is whether or not the E/H fields "move" inside a frustum (as seen in some MEEP solutions). That way we could establish whether or not the software simulations correlate with reality.
I think it will become essential to have high fidelity software simulations, because of the large amount of real world parameters that makes it very hard to build and investigate every possible iteration, in search of optimal performance...
Ideally, there should interval spaces detection grids along the length axis, that give live feedback. Something like that thermopaper test, but then with the possibility to register in a dynamical way. But I guess that's way out of the DIY budgets and possibilities...
At this stage, it is so damn hard to see in what direction an explanation could be found. Theories go all over the place in search for answers...
But before jumping the gun , it would be nice to have some solid confirmation of thrust, no?
At this moment we can't even agree on that (believers<>non believers) because irrefutable data (be it positive or negative) is lacking.
IF this thing is real, I suspect we do not need "new physics", but just a better understanding of the processes involved. And with a better understanding, the insight on how CoM is preserved, will come.
Ok, step by step, with the little that is known.
(snip)
If I remember right, most of a year ago, Doctor Rodal concluded the ideal angle for the sides would be on the order of 30-33 degrees. Shawyer's hands on engineering efforts support this.
(snip)
Ok, step by step, with the little that is known.
(snip)
If I remember right, most of a year ago, Doctor Rodal concluded the ideal angle for the sides would be on the order of 30-33 degrees. Shawyer's hands on engineering efforts support this.
(snip)
A 33 degree interior angle is very shallow for a frustum using Db of 10 inches and Ds of 6.25 inches. Quick calc shows the height would only be a couple of inches. An exterior angle, or 57 degrees would be about 3 inches in height. My latest design has about 78 degrees interior. OK, where am I going wrong?

Ok, step by step, with the little that is known.
(snip)
If I remember right, most of a year ago, Doctor Rodal concluded the ideal angle for the sides would be on the order of 30-33 degrees. Shawyer's hands on engineering efforts support this.
(snip)
A 33 degree interior angle is very shallow for a frustum using Db of 10 inches and Ds of 6.25 inches. Quick calc shows the height would only be a couple of inches. An exterior angle, or 57 degrees would be about 3 inches in height. My latest design has about 78 degrees interior. OK, where am I going wrong?
Before going too far on this discussion, you have to remember that "a picture is worth a thousand words", particularly when talking about angles.
This is the standard definition of the angle θ, it is measured from the longitudinal axis of axisymmetry to the lateral conical wall, so that the frustum goes from an angle -θw at the left wall on this picture to an angle +θw at the right wall on this picture:
What definition are you using, rfmwguy?
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ConeCalc software: http://www.i-logic.com/conecalc.htm

My latest design has about 78 degrees interior.

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ConeCalc software: http://www.i-logic.com/conecalc.htmNo wonder. You are using a completely different definition of cone angle
You are talking in an inverse language to ThinkerX and me:
rfmwguyAngle = 90 degrees - θ
where the angle θ is the half cone angleQuote from: rfmwguyMy latest design has about 78 degrees interior.
Translation from "rfmwguy angle" to conventional definition : θ = 90 degrees - 78 degrees = 12 degrees
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ConeCalc software: http://www.i-logic.com/conecalc.htmNo wonder. You are using a completely different definition of cone angle
You are talking in an inverse language to ThinkerX and me:
rfmwguyAngle = 90 degrees - θ
where the angle θ is the half cone angleQuote from: rfmwguyMy latest design has about 78 degrees interior.
Translation from "rfmwguy angle" to conventional definition : θ = 90 degrees - 78 degrees = 12 degreesWell, not my angle but sheetmetal helper I-Logic. Plug your ideal frustum without dielectric into ConeCalc online, let us know what their sheet says.

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ConeCalc software: http://www.i-logic.com/conecalc.htmNo wonder. You are using a completely different definition of cone angle
You are talking in an inverse language to ThinkerX and me:
rfmwguyAngle = 90 degrees - θ
where the angle θ is the half cone angleQuote from: rfmwguyMy latest design has about 78 degrees interior.
Translation from "rfmwguy angle" to conventional definition : θ = 90 degrees - 78 degrees = 12 degreesWell, not my angle but sheetmetal helper I-Logic. Plug your ideal frustum without dielectric into ConeCalc online, let us know what their sheet says.It is your angle when you are not using the same definition as other people. Sheetmetal helper I-Logic just calls it an angle, it doesn't call it the "cone half angle".
Anyway, when discussing geometry people should use drawings, because there are multiple interior angles, so unless you use a standard definition, or better you show a drawing, there is bound to be confusion
And when discussing parameters (angles, lengths, etc.) people should adopt common definitions, otherwise we have a tower of Babel
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OK, I'll put your dimension in the formula:
Result of Cone Calculation
Cone Dimensions
Dia A 10.5000
Dia B 6.2500
Height 1.3800
Cone Angle 33.0000
Flat Pattern Dimensions
Large Radius 6.2599
Small Radius 3.7261
Angle A 150.9607
Width X 12.1200
Height Y 5.3257
Cord 12.1200
Full or Half Cone: Half
So, your 33 degree cone angle, half cone gives us a height of 1.38 inches.
Is there an on-line worksheet or program that translates your 33 degrees into a proper cutting template?
Edit - BTW, thanks to @Mulletron for the heads-up on this template software
. I'm certainly not known in these threads for following Shawyer's prescriptions for the EM Drive. 


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OK, I'll put your dimension in the formula:
Result of Cone Calculation
Cone Dimensions
Dia A 10.5000
Dia B 6.2500
Height 1.3800
Cone Angle 33.0000
Flat Pattern Dimensions
Large Radius 6.2599
Small Radius 3.7261
Angle A 150.9607
Width X 12.1200
Height Y 5.3257
Cord 12.1200
Full or Half Cone: Half
So, your 33 degree cone angle, half cone gives us a height of 1.38 inches.
Is there an on-line worksheet or program that translates your 33 degrees into a proper cutting template?
Edit - BTW, thanks to @Mulletron for the heads-up on this template software
1) That angle of 33 degrees (approximately, from memory I recall writing that it look like 30 degrees) should be referred to as "Shawyer's superconducting EM Drive" angle and not as my angle. I'm certainly not known in these threads for following Shawyer's prescriptions for the EM Drive.
2) I don't use on-line software to calculate angles of right-angle triangles like in a cone, I just use my old Hewlett-Packard calculator
my interpretation of a geometric cone is that there are only two internal angles, the angle of the cone measured from either the top or bottom plate.
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OK, I couldn't find anywhere where 33 degrees would do anything for people fabricating frustums. Also, you said:
"because there are multiple interior angles"
Just so I have my head screwed on straightmy interpretation of a geometric cone is that there areonly two internal angles, the angle of the cone measured from either the top or bottom plate.

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OK, I couldn't find anywhere where 33 degrees would do anything for people fabricating frustums. Also, you said:
"because there are multiple interior angles"
Just so I have my head screwed on straightmy interpretation of a geometric cone is that there areonly two internal angles, the angle of the cone measured from either the top or bottom plate.
No, you should not make such assumptions. It is always better to use drawings to communicate, and to make sure one is using the same geometrical definitions as other people. Otherwise there will be confusion
Case in point:
1) For a cone, most references use the half cone angle and refer to it as the cone angle. Why do they use this half-cone angle instead of the complete interior angle? Because of symmetry.
2) For a cone, there are references that use twice the half cone angle and refer to it as the cone angle (in other words they use the complete interior angle at the apex of the cone)
3) You instead use the angle between the conical wall and the base of the frustum
That's three angles right there.
4) You could invent another rfmwguy angle as the half angle between the conical wall and the base and you would have 4 angles, and so on and on. There is also the 90 degree angle between the longitudinal axis and the base.
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OK, I'll put your dimension in the formula:
Result of Cone Calculation
Cone Dimensions
Dia A 10.5000
Dia B 6.2500
Height 1.3800
Cone Angle 33.0000
...

) corrected for a factor of 2 because I initially subtracted the diameters instead of subtracting the radii to calculate the base of the right triangle defining the height of the frustum in terms of the tangent of the half angle of the cone.