Losing Matter To A Field Collapse

[u/BA_lampman]

Hello everyone,

I need some help with a Helmholtz-Schneider Remote-Field Resonator. Unfortunately, I have to redact the spiral waveform being used as it's not publishable material, but I'm hoping that I can get some guidance regardless.

This resonator is designed to force a Cherenkov cascade by changing the phase velocity of infrared light emitted from the resonator (Fig. B). I have it running between 90-130mHz with an internal electron pressure (vacuum induced) high enough to offset reactor mass by approximately half. I'm avoiding posting actual numbers here but anyone familiar with the setup should be able to approximate them. I won't be going into the material science involved with this high vacuum state - suffice to say that it's a proprietary alloy.

So - the meat of the issue is this: atoms are being trapped within eddy currents around the corona of the sphere (Fig. A) as expected. When EM collapse occurs, electricity is being fed back into the system at a higher rate than it enters. Basic Zero-Kelvin truncation and point energy extraction from virtual time crystals. The issue is that when the machine is turned off the atoms held in the corona accelerate inwards before bouncing back out, but at a reduced mass. We've run this dozens of times and the sensors are picking up every quark and gluon - we're not getting the same amount back is we're putting in.

Has anyone noticed this before? This is supposed to generate energy from field distortion collapse directly from the passage of time, creating a localized bubble of negative entropy, but having matter disappear (where is it going?) gives us pause - is this conversion consuming the atoms held in the eddy currents? Is there some other force at play here that we've missed? I'm confident that our sensor coverage is 100%, so the data is clean, but the interpretation is confounding.

Thanks in advance. If you can clear this up for us we might be interested in having you on retainer as a consultant.

[u/Criticalwater2]

The answer in your last line. The sensor coverage is probably only 99.58%.

I‘m not sure your specific application, but this is a classic issue when creating a phase induced cryostatic refraction field to simulate multi-dimensional tau-boson interactions in a static planar array. The vertical-mvs parametric sensors will naturally drift out of phase as the field is cycled through the n-dimensional corrigation refraction sphere-time. The graphs look exactly the same and I could draw your redacted graph from memory.

This resonation loss specifically appears because the boson decay is instantiated in D+R¹ time - frame speed relative to the inline Shorr amp acceleration. Usually a semi-opaque Durring lens is used to compensate for the lag, but in the second picture it doesn’t look like your setup has the variance. It‘s a little more crude, but, depending on your system tolerances, you can probably just deplenerate the Shorr amp (or the equivalent you’re using) to 8.91564 x 10^-25 DCCA.

I don’t have enough room here to do the math of course, but let me know and I can send you the first thousand pages or so of the resonation loss calculations to get you started.

[u/BA_lampman → u/Criticalwater2]

The sensor coverage is a physical sphere with a planck-length sensor density, so unless we are missing something extradimensional the energy should all be accounted for. Dimensional corrigation refraction isn't my strongest subject (spherical or otherwise). Are we getting Shorr or Kerr boundaries, do you think? A Durring lens would be very good right up to that boundary so I'm not sure if that will work or if we need a multiphasic system of Fresnel Durring lenses... But that's good food for thought.

Hey, if you can output that math without our numbers that'd be superb. We'll plug in our figures and let you know! Our TVQC should be able to compute the rest from your starting point.

Tell me I don't have to do nth-dimensional tau-boson interactions. That would fall squarely on my shoulders and I know full well the project would be delayed until next quarter. Thanks for your response!

[u/jayuplink]

I believe I saw the demonstration of the proof of concept of the remote-field resonator in your organisation's booth at VXCNSS-2025! Achieving true Zero Kelvin Truncation using just a resonator at this scale is very impressive indeed.

As other will likely point out, the issue here is either true sensor coverage, or you are experiencing only partial Zero-Kelvin truncation, due to incoherence in your EM collapse. I would refer you to the paper: "Measuring true levels of field distortion in negative entropy environments". Note that this paper is, of course, heavily restricted, so you must make a formal request for it from the relevant authorities.

I would love to consult with your team on this project, but unfortunately my contract with ZXVM has a $2.4m breakout clause.

Best of luck,

JCX.

[u/MSPaintYourMistake]

Just commenting to say my team has had the same issue going on 2 years now and I have always been too embarassed to ask for help. I just tell them it takes a long time.

Good on you for dropping your ego off at the door and I will be keeping an eye on the thread for a solution.

Just remember to degauss those optichron viewports! And maybe a beer when it's all done 😂