Hey emory, been a while...its puzzling as you are injecting energy into the cavity, but no one has cracked the code yet. Simplisticly, fill a water balloon. Ignoring the nozzles reactive force, the water baloon remains closed to the outside world until it reptures. Bigtime reaction then. A pinhole leak would supply a small force. But em isn't a fluid, leaking em will not create movement.
It must be open somehow. Mulletron and others contemplate em/gravity interractions. Em and gravity are no mass long distance forces. Gravity flows through matter. It passes thru a frustum like it wasn't there. Em, not so much.
So wave or particle? Mass or massless? Been trying to focus on mass-gap papers for guidance. Think I'll stick with building and testing...a lot of brilliant people haven't cracked the mass gap code yet.
Question to our local physics gods here:
Is it possible to calculate the entropy distribution over time of an exemplary EM-drive volume?
Good news and bad news...unwrapped new copper plates tonight. Good news is they'll probably never warp due to heating. Bad news is they weigh a ton. Once cut and machined, they will be lighter, but the frustum assembly will need to be moved from the end of moment arm more towards the center of the fulcrum. Will still keep the 3.5kg balance weights on far end where they were. The new thickness is to evaluate doc rodals interest in experimenting with higher mass copper and move away from the old coper clad pcb. Starting to get all supplies needed and looking forward to the build starting up soon.
Ok, trying to wrap what's left of my mind around this:Quote4) Minotti's paper predicts, that for copper wall thickness ~1 mm, the thicker the copper (as long as significantly greater than the skin depth), the greater the force.
So, say you have two EM Drive units that are identical, except one has 'skin depth' of 1 mm and the other has 'skin depth' of say 3 mm. According to this theory, the second device should perform significantly better. Is that correct?
If so, this appears to be something within the capabilities of our DIY crowd.
But...
1 - would the increased weight of the device with the thicker skin offset the thrust measurements? (I suspect I am missing something glaringly obvious here.)
2 - Does the entire skin need to be thicker, or just the end plates?Actually Minotti's theory predicts that the force is proportional to the total thickness of the copper as long as it is significantly thicker than the skin depth (and the wall is "thin", not much thicker than 1 mm), for example at ~2 GHz, for copper, the skin depth is about 1 micrometer and the total thickness considered in his example was 1 mm.Quote from: MinottiAssuming a cavity with thin walls (but much thicker than the penetration depth ,
in order to the boundary conditions used to be correct) of mass surface density ...
There are no details in the literature as to the precise dimensions of the cavities
used in the experiments, so that an example roughly similar to the overall dimension
reported and with the proportions observed in the published photographs will be used.
Assuming a wall of thickness 1 mm, and a copper mass density of 8.9 × 103 kg/m3, we
have = 8.9 kg/m2.
According to the theory, if another EM Drive with the same geometry, same copper material and operating at the same frequency and mode shape has a total wall thickness of 2 mm (0.079 in), the force should be two times greater than in the EM Drive with 1 mm (0.039 in) thick.
In this statement, both EM Drives should have uniform thickness: same thickness for walls as for end plates.
Yes, this should be carefully tested in experiments.
Question to our local physics gods here:
Is it possible to calculate the entropy distribution over time of an exemplary EM-drive volume?
Well, yes, but difficult to do exactly. As far as i got it looked to increase w/ acceleration. Perhaps that could be a subject for a numerical solution ?
Question to our local physics gods here:
Is it possible to calculate the entropy distribution over time of an exemplary EM-drive volume?
Well, yes, but difficult to do exactly. As far as i got it looked to increase w/ acceleration. Perhaps that could be a subject for a numerical solution ?
That would certainly be interesting. It would be great, if anyone with the necessary skills and especially tools (math+software) were up to this task. I'm especially interested in a possible induced, time-averaged non-zero entropy gradient across the inner EM-drive volume occurring, and its maybe existent connection to the predicted net force direction of EM-drive theoretical models, that we have so far.
Question to our local physics gods here:
Is it possible to calculate the entropy distribution over time of an exemplary EM-drive volume?
Well, yes, but difficult to do exactly. As far as i got it looked to increase w/ acceleration. Perhaps that could be a subject for a numerical solution ?
That would certainly be interesting. It would be great, if anyone with the necessary skills and especially tools (math+software) were up to this task. I'm especially interested in a possible induced, time-averaged non-zero entropy gradient across the inner EM-drive volume occurring, and its maybe existent connection to the predicted net force direction of EM-drive theoretical models, that we have so far.
Question to our local physics gods here:
Is it possible to calculate the entropy distribution over time of an exemplary EM-drive volume?
Well, yes, but difficult to do exactly. As far as i got it looked to increase w/ acceleration. Perhaps that could be a subject for a numerical solution ?
That would certainly be interesting. It would be great, if anyone with the necessary skills and especially tools (math+software) were up to this task. I'm especially interested in a possible induced, time-averaged non-zero entropy gradient across the inner EM-drive volume occurring, and its maybe existent connection to the predicted net force direction of EM-drive theoretical models, that we have so far.
Possibly related?
http://arxiv.org/abs/1601.07558
entropic gravity in its current form has been severely challenged on formal grounds. Matt Visser, professor of mathematics at Victoria University of Wellington, NZ in "Conservative Entropic Forces" [19] has shown that the attempt to model conservative forces in the general Newtonian case (i.e. for arbitrary potentials and an unlimited number of discrete masses) leads to unphysical requirements for the required entropy and involves an unnatural number of temperature baths of differing temperatures. Visser concludes:
There is no reasonable doubt concerning the physical reality of entropic forces, and no reasonable doubt that classical (and semi-classical) general relativity is closely related to thermodynamics [52–55]. Based on the work of Jacobson [1–6], Thanu Padmanabhan [7– 12], and others, there are also good reasons to suspect a thermodynamic interpretation of the fully relativistic Einstein equations might be possible. Whether the specific proposals of Verlinde [26] are anywhere near as fundamental is yet to be seen — the rather baroque construction needed to accurately reproduce n-body Newtonian gravity in a Verlinde-like setting certainly gives one pause.
For the derivation of Einstein's equations from an entropic gravity perspective, Tower Wang shows in [20] that the inclusion of energy-momentum conservation and cosmological homogeneity and isotropy requirements severely restrict a wide class of potential modifications of entropic gravity, some of which have been used to generalize entropic gravity beyond the singular case of an entropic model of Einstein's equations. Wang asserts that
As indicated by our results, the modified entropic gravity models of form (2), if not killed, should live in a very narrow room to assure the energy-momentum conservation and to accommodate a homogeneous isotropic universe.
Entropic gravity and quantum coherence (experiments)
Another way of criticism of the entropic gravity is a reason that entropic processes should break quantum coherence. Recent experiments with ultra-cold neutrons in the gravitational field of Earth show that neutrons lie on discrete levels exactly as predicted by Schrödinger equation considering the gravitation to be a conservative potential field without any decoherent factors. Archil Kobakhidze argues that this result disproves entropic gravity.[21][22] Luboš Motl gives popular explanations of this problem in his blog.
You need to un-clamp the chemical rocket from the stand, for the chemical rocket engine to self accelerate and move.
Completely parenthetically, that's my engine from the AirLaunch program in 2007! So far, that's my only contribution to this fascinating thread...
Random thoughts on quantum entanglement.
Inside the cavity there are different quantum states at both end of the cavity due to the different volume, surface area, squeezed states and so on, but all of these conditions along the central axis are entangled to each other, also the resonance inside of the magnetron cavity is entangled to the resonance inside of the truncated conical cavity. (Change something in one of the cavities there will be a reaction in the other also... like small frequency shifts for example)
The question is now: Why the different states of the quantum field inside the conical cavity seems to generates thrust but the different states of the EM quantum field(s) between the magnetron resonator and a simple cylindrical cavity does not? All this parts of the system are in resonance to each other and for sure the field conditions are quite different between these two resonance rooms(magnetron cavity <-> any connected resonator) such like in the conical case.
Ideas on that?
BTW this video is fascinating.
This needs to be done in a vacuum chamber, maybe with solenoids to start each metronome. Without air currents do the metronomes synchronize? Is there a mystic force that causes the metronomes to synchronize? We must have answers.
.26C in ten minutes....eek...and a fine red paste where the crew used to be? Even for a robot, that kind of acceleration would be about like a bullet hitting a brick wall...at least.
Random thoughts on quantum entanglement.
Inside the cavity there are different quantum states at both end of the cavity due to the different volume, surface area, squeezed states and so on, but all of these conditions along the central axis are entangled to each other, also the resonance inside of the magnetron cavity is entangled to the resonance inside of the truncated conical cavity. (Change something in one of the cavities there will be a reaction in the other also... like small frequency shifts for example)
The question is now: Why the different states of the quantum field inside the conical cavity seems to generates thrust but the different states of the EM quantum field(s) between the magnetron resonator and a simple cylindrical cavity does not? All this parts of the system are in resonance to each other and for sure the field conditions are quite different between these two resonance rooms(magnetron cavity <-> any connected resonator) such like in the conical case.
Ideas on that?
BTW this video is fascinating.
This needs to be done in a vacuum chamber, maybe with solenoids to start each metronome. Without air currents do the metronomes synchronize? Is there a mystic force that causes the metronomes to synchronize? We must have answers.