Dynamic Casimir Generator
Laser-Pulse Spatial Separation
Active Topological Magnetic Traps
T_uv u^v u^u >= 0
Note: T_uv represents the matter and energy in a space.
u^v and u^u represent the direction of time and motion.
= 0 means the energy density must always be positive (greater than or equal to zero).
WEC (Weak Energy Condition) (H3O+)? or H4O DAV (Density/Area/Vacuum)
what do you think, H3O or H40?
I do not want top overwhelm, but one more video.
[ Clockwise Ring ] ⇄ [ Counterclockwise Ring ]
↓
[ Complete Geometric Collapse ]
Dynamic Casimir Energy, oscillating plasma mirrors, Phantom Dark Energy, Phantom Field Condenser, Active Meissner-Effect Superconductors, (H_{4}O) Superionic Ice
The View inside
[ The Einstein Ring ] [ The Black Horizon Walls ] [ Looking Behind ]
Stars stretch into glowing, Massive, pitch-black voids The laboratory you just
circular halos around you, tower over both sides of left appears frozen in time
feeling of weightlessness. person/vehicle, pulling
G’s from black holes
[Clockwise Ring] ⇄ [Counterclockwise Ring] → Particle accelerators spinning matter in opposite loops.
[Complete Collapse] → Forcing the particles into a microscopic spatial singularity (Micro-BH).
[Casimir Lasers] → Using a real quantum effect (The Casimir Effect) where mirror plates suppress vacuum waves to harvest a localized harvest of Negative Energy.
[Einstein Ring View] → The accurate visual result of passing through or looking near a black hole; light bends into a beautiful halo.
We can use room temperature superconductors when or if they become available to experiment with building a working time machine. General Relativity is not enough to engineer and build time machine that can take us into the past. If you want to time travel into the past, you need macroscopic quantum coherence which is a very challenging idea.
The “stage 3” HL-LHC does not increase collision energy. It’s a luminosity upgrade — more collisions per second (aimed at accumulating enough statistics for rare processes like di-Higgs production), not higher energy per collision. Same 13.6 TeV beams, just more of them. The “High-Luminosity” name is literally telling you what’s being upgraded.
That matters because the whole speculative case for microscopic black hole production at a collider depends on reaching higher effective energy scales — not more collisions at the same energy. More luminosity means more chances to produce something if the energy were sufficient, but it doesn’t lower the energy threshold at all. So getting the “stage 3 / LS3” terminology right doesn’t rescue the microsingularity claim — if anything it sharpens why it’s wrong, since whoever wrote that message either doesn’t know or is glossing over that distinction.
Some speculative models in string theory and brane-world scenarios (like Randall-Sundrum models) propose that gravity could leak into extra spatial dimensions, which would effectively lower the fundamental Planck scale down to the TeV range accessible by modern colliders.
But even if an ultra-high-energy collision successfully crossed a theoretical threshold to create a microscopic gravitational object, standard semi-classical quantum field theory dictates that it would instantly evaporate via Hawking radiation.
In short, for CERN to produce stable microscopic singularities, mainstream physics would need to be fundamentally revised. It would require:
Colliders with energy scales boosted by many orders of magnitude (or the existence of large extra dimensions that drastically lower gravity’s threshold).
A completely new mechanism beyond standard quantum gravity that halts Hawking evaporation, allowing a microscopic high-density state to persist rather than blinking out of existence instantaneously.
What Stability Requires: For such an object to be stable—meaning it does not instantly decay or evaporate—physics would need a mechanism to halt Hawking radiation, prevent runaway evaporation, or invoke novel topological protections (such as stable topological defects or non-singular core formulations like localized Q-ball configurations supported by specific field dynamics) that prevent complete evaporation. Standard physics offers no known mechanism to stabilize a microscopic gravitational singularity against thermal decay.
On the other hand, the connection between room-temperature superconductors and the theoretical creation of closed timelike curves (CTCs)—paths through spacetime that loop back on themselves—lies at the intersection of macroscopic quantum mechanics, electrodynamics, and general relativity.
While mainstream physics treats CTCs as mathematical curiosities permitted under Einstein’s field equations (such as in Gödel metrics or traversable wormholes), speculative and advanced propulsion frameworks occasionally look to superconductors as a potential mechanism for spacetime metric engineering.
The investigations into rotating superconductors and anomalous gravitational or metric effects occupy a fascinating, highly contentious niche bridging advanced electrodynamics and general relativity.
The core ideas stem primarily from theoretical work published in the early 1990s by physicist Ning Li and her colleague Douglas Torr at the University of Alabama in Huntsville, which later intersected with experimental claims made by researchers like Eugene Podkletnov.
The Theoretical Mechanism Proposed by Ning Li
In a series of papers published in physical journals (such as Physical Review D), Li and Torr examined what happens to the internal lattice ions of a superconductor under specific conditions:
Gravitomagnetic Alignment: According to general relativity (specifically frame-dragging or Lense-Thirring effects), moving mass-energy generates a gravitomagnetic field analogously to how moving electrical charges generate a magnetic field.
Cooperative Spin States: Li proposed that in a high-temperature superconducting ceramic (like YBCO), the lattice ions possess a net spin. When these ions form Cooper pairs and enter a macroscopic quantum condensate, their collective momentum and alignment could dramatically amplify the minuscule gravitomagnetic field normally predicted by standard physics.
The Resulting Field: She calculated that spinning a superconductor could align these quantum-coherent ion spins to produce a strong, coherent gravitomagnetic field oriented perpendicularly to the spin axis, theoretically resulting in a localized pushing or shielding force against normal gravity.
In standard physics, there is zero connection between producing pairs of Higgs bosons in a particle accelerator and stopping or slowing down the evaporation of a micro-black hole (microsingularity).
Here is why that claim falls apart:
Completely Different Phenomena: Di-Higgs production is a subatomic scattering process at high-energy colliders where protons smash together to create two Higgs bosons. Microsingularity evaporation refers to Hawking radiation, a thermodynamic and quantum gravitational process where a tiny black hole loses thermal energy and mass until it vanishes.
No Causal Link or Mechanism: Pumping up the rate of di-Higgs events does not alter a black hole’s event horizon, modify Hawking radiation, or provide any kind of physical “shield” to prevent a singularity from evaporating.
Where might someone say something like that? It is textbook sci-fi technobabble or fringe lore. In certain speculative stories, alternative propulsion discussions, or internet circles trying to sound futuristic, people frequently mash together high-end physics buzzwords—like “Higgs field,” “microsingularity,” and “evaporation”—hoping that mixing them sounds clever, even though the underlying mechanics make no physical sense.
Di-Higgs (or double-Higgs) is the incredibly rare process of producing two Higgs bosons at the exact same time. Scientists at CERN study this to understand how the Higgs particle interacts with itself.Why is Di-Higgs important?Higgs Self-Coupling: It helps physicists measure how strongly the Higgs field interacts with itself.Understanding Mass: This self-coupling helps shape the universe’s potential energy and plays a big part in how elementary particles get their mass.New Physics: Finding di-Higgs events that happen at a different rate than expected could point to new, undiscovered particles.Why is it so hard to study?It is extremely rare: Di-Higgs production is about 1,000 times rarer than creating a single Higgs boson.Overwhelming background noise: The collisions create many other particles that look just like di-Higgs events, making them very difficult to spot.Hidden decays: Higgs bosons decay almost instantly. Physicists have to look for their “decay products,” such as bottom quarks, tau leptons, and photons.How scientists find themTo catch these rare events, scientists at the Large Hadron Collider (LHC) use machine learning to filter out background noise. They look for specific combinations of how the two Higgs bosons break down:Four Bottom Quarks (bbbb): This is the most common decay, but it is hard to separate from normal particle events.Bottom Quarks and Tau Leptons (bbττ): Less common, but easier to spot.Bottom Quarks and Photons (bbγγ): This is the rarest decay, but it has the cleanest signal for scientists to detect.Recent progressPhysicists in the ATLAS and CMS collaborations at CERN combine data from many different decay channels to get the most accurate results possible. Their studies have successfully set strict limits on how often these pairs are produced and have helped narrow down the strength of the Higgs self-interaction.For a quick video explainer on how the Higgs Boson is searched for and why these collisions are so important:
In layman’s terms: if the higgs is the sorce of mass & gravity, then how many of them are needed to form a stable singularity?
In this dual-temporal framework, a pair of adjacent, counter-rotating room temperature superconductors replaces the micro-singularities of the original lore by generating an intense, highly controlled gradient of vacuum phase impedance. When driven by massive super-currents, these rotating toroidal superconductors alter the local quantum vacuum, producing a protective bubble through specific mechanisms:
Decoupling the Local Frame Rate: By dialing up the local vacuum phase impedance, the superconducting array suppresses local phase-locking—the Lorentz-invariant flash events that render reality. From the perspective of the outside world, the interior of the bubble skips frames and experiences a vastly throttled rendering rate, effectively isolating the vehicle and its occupants from the background timeline.
The Variable Gravity Lock (VGL) Tether: To prevent the machine from drifting or tearing apart as the Earth rotates and orbits through space, the system maintains a thin boundary of entangled correlations known as a VGL. This boundary acts as a flash bridge—a controlled corridor that keeps the bubble tethered to the consensus narrative while its interior proper time progression is altered.
Coherence and Shielding: The luminous, energy-dense envelope that forms around the automobile is the macroscopic manifestation of this phase-locking boundary. Inside this coherent quantum condensate bubble, the forward wave and time-reversed wave mismatches are managed cleanly, protecting the occupants from the extreme gravitational gradients and ontological shearing that would otherwise occur when sliding along the subgeometric coordinate system.
The vast majority of mass—around 99% of the mass of protons, neutrons, and everything we can touch—comes from quantum chromodynamics (QCD) binding energy and kinetic energy, not the Higgs field.
Here is how mass is actually distributed in ordinary matter:
Quark Current Masses: The up and down quarks that make up protons and neutrons get their intrinsic mass from the Higgs field, but this accounts for only about 1% to 2% of a proton’s total mass.
Binding and Field Energy: The remaining roughly 98% to 99% of a proton’s mass is dynamically generated by the pure energy of the gluon fields holding the quarks together, alongside the kinetic energy of the quarks moving at near-light speed inside the nucleon. According to Einstein’s mass-energy equivalence (E=mc²), that concentrated binding energy manifests as tangible mass.
So, while the Higgs field explains why electrons and elementary quarks are heavy, the bulk of the physical mass in the universe arises dynamically from pure quantum field energy and confinement.
Your calculation contains both arithmetic slips and a much deeper conceptual misapplication. Let us begin with the numbers. The Hawking power formula P = ℏc⁶ / (15360πG²M²), when evaluated at the Planck mass M_P ≈ 2.176 × 10⁻⁸ kg, does indeed yield roughly 7.52 × 10⁴⁷ W. However, the evaporation lifespan they quote—approximately 1.21 × 10⁻³⁹ seconds—does not follow from this. The standard semiclassical lifetime is t_evap = 5120πG²M³ / ℏc⁴, which at Planck mass gives approximately 8.7 × 10⁻⁴⁰ s, or about 1.6 × 10⁴ Planck times. Their figure is off by roughly a factor of 1.4, likely a mangled coefficient or calculator error. But this arithmetic quibble is the least of the problems.
The fatal issue is that the entire Hawking formula is being applied far outside its domain of validity. That derivation assumes M ≫ M_P: it treats quantum fields propagating on a fixed classical curved spacetime. At M ≈ M_P, the Schwarzschild radius collapses to the Planck length (~10⁻³⁵ m), and spacetime curvature at the horizon becomes Planck-scale. Quantum gravity effects dominate completely; the semiclassical approximation shatters. Using the Hawking power formula at the Planck mass is like using the ideal gas law to describe neutron star matter—you obtain a number, but it describes nothing physically real.
Even if we pretended the number were meaningful, the “injection power” framing is operationally impossible in standard physics. The capture cross-section of a Planck-mass black hole is on the order of 10⁻⁷⁰ m². You cannot “feed” such an object by directing energy at it; virtually every incident quantum misses. To balance a luminosity of ~10⁴⁸ W across that cross-section would require an energy flux of ~10¹¹⁸ W/m², which exceeds even the Planck intensity (~10¹¹³ W/m²). You would be trying to exceed the theoretical maximum energy density that spacetime itself can support. Meanwhile, the black hole’s Hawking temperature would be ~10³² K. It is not an object you sustain with a power feed; it is a transient flash of quantum gravity that instantly explodes.
A 1 kg black hole would not just cause damage—it would instantly trigger a cataclysmic explosion.
Because a black hole’s Hawking radiation temperature is inversely proportional to its mass, a 1 kg black hole is insanely hot and unstable. Its key characteristics and destructive potential include:
Schwarzschild Radius: Roughly 1.48 × 10⁻²⁷ meters, making it unimaginably smaller than a single subatomic particle.
Hawking Temperature: Approximately 1.2 × 10²³ Kelvin.
Power Output and Explosion: Instead of slowly sitting there, a 1 kg unshielded black hole would undergo runaway Hawking evaporation, releasing its entire mass-energy equivalent via E = mc² in a violent explosion roughly equivalent to a multi-megaton nuclear weapon (around 2 × 10¹⁶ Joules, or about 5 megatons of TNT) within a fraction of a second.
In short, releasing a 1 kg black hole in a laboratory wouldn’t result in it slowly eating the Earth via gravity; it would act as an instantaneous, devastating bomb through pure thermal and radiation evaporation.
To address how microscopic black holes could theoretically be manufactured and stabilized against Hawking radiation—a gap famously left unexplained by Titor—we have to look beyond standard semiclassical physics and into models involving topological protection, extra dimensions, or alternative field configurations like Q-balls.
According to standard Hawking radiation, a black hole’s temperature is inversely proportional to its mass (T = ℏc³ / (8πGMk_B)), meaning smaller black holes evaporate explosively and instantly. To prevent this, a hypothetical manufacturing process would need to alter the boundary conditions or the local vacuum structure:
Large Extra Dimensions (ADD Model Scenarios): In theories proposing extra spatial dimensions, gravity becomes strong at the sub-millimeter scale. If microscopic black holes are produced in particle colliders under these conditions, some theoretical extensions suggest they might stabilize or leave remnants if the effective Planck scale is drastically lowered, though standard Hawking evaporation remains a major hurdle.
Topological Charge and Extremal Black Holes: A black hole that carries maximum electric charge, angular momentum, or magnetic charge (an extremal black hole) reaches a state where its surface gravity drops to zero. If manufacturing technology could force a micro-black hole into an extremal state, its Hawking radiation temperature would theoretically fall to absolute zero, halting evaporation.
Substitutes like Q-Balls or Solitons: As noted in alternative frameworks, avoiding the paradoxes of actual gravitational collapse entirely is often achieved by substituting micro-black holes with non-topological solitons or Q-balls. These are stable, macroscopic quantum states held together by internal gauge field pressures rather than an event horizon, meaning they possess mass and vacuum-dragging properties without being subject to thermodynamic evaporation.
sorry you are likely correct in your math.
I love the pictures you do!
Just trying. please don’t be too disappointed.
I am starting to understand what I read, but I am far from the level of any graduate. ~QS
Titor left us hanging and the young Titor born on this timeline was banned for some reason(hopefully temporary). The alternate Titor from a more distant schizoid branch of the multiverse AKA TimeTravelerZero was not banned. Their rivalry was highly disturbing.
The young Titor endeavored to describe how micro-black holes are created but I think that they too might have stability problems.
Electrodynamic Conduits in Spacetime
The hypothesis that natural time portals or fabric tears manifest as localized electromagnetic disturbances anchored to fixed geographic locations offers a compelling bridge between electrodynamics and metric topology. If spacetime possesses an underlying elastic structure, intense local stresses could theoretically induce transient fractures in the continuum.
Geomagnetic Anomalies: Regions with high concentrations of iron deposits, intersecting fault lines, or intense telluric current loops could conceivably generate the sheer field density required to distort local spacetime curvature.
Electromagnetic Torsion Fields: High-frequency rotating electromagnetic fields or standing waves might create local frame-dragging effects, effectively decoupling a localized pocket from the surrounding temporal progression while locking its spatial coordinates to the Earth grid.
Vacuum Polarization Thresholds: Surpassing specific local electrostatic or magnetic energy density thresholds might trigger a phase transition in the vacuum state, producing temporary wormhole-like topologies or closed timelike curves.
Topographic and Temporal Anchoring
Maintaining the same geographic location while shifting temporal coordinates implies that space and time metrics can be temporarily decoupled under extreme physical conditions.
Coordinate Locking: The Earth’s rotation and orbital velocity act as a rigid inertial frame. For a portal to bridge different epochs at the same spatial point, the anomaly must either compensate for planetary motion or rely strictly on the local gravitational potential well as a fixed inertial anchor.
Energy Requirements: Sustaining such a disruption would demand immense energy densities, suggesting that natural occurrences would be fleeting, highly unstable, and prone to rapid thermal or electromagnetic dissipation.
~QS
~QS
~QS
, how are we spinning them up then?
~QS
is pretty & cool.