What connects these into a complete operating system?
The shared grammar connects these studies. A single physically and mentally coupled simulation still needs explicit state, units and reciprocal response bindings; visual resemblance cannot supply them.
Inside, outside and boundary
Carrier and accessible route
Geometry and combined influence
Recipient response
Retained consequence
Changed participation and return
For the mental aspect, retained distinctions must affect attention or action, and their outcomes must be able to change later interpretation. A visitor’s camera or a meaning label is a reading of that system, not its own intentional observer.
Y-Theory in operation · flow, field, and shared consequence
How does what happens inside reach what is outside?
Y-Theory begins with a relation, not an isolated object. Follow that relation into a flow, see how its route shapes its influence, then ask what changes when several flows share one situation.
Choose one identity and its boundary. In Y-Theory, inside, outside, and their relation belong to one organizing Mind-structure. The question is what can cross that boundary and make a difference.
02
A relation carries change
A direction alone is not a journey. A carrier, a compatible route, and a driving condition let an influence travel. In a wire, this can be electric current. In a shared human situation, name the action or communication carrying the consequence.
03
The route shapes the influence
Geometry makes the route visible. A loop can show circulation; a spiral can represent recurrence with an additional changing coordinate. Tilt changes the orientation of that route, while phase changes the timing of its flow. In the physical example below, the current path determines the magnetic contribution at each location.
04
Many contributions meet
What reaches a shared place depends on more than one participant. Direction, timing, distance, and coupling matter. Change one relation and the combined result can reinforce, weaken, reverse, or become unavailable.
05
Consequence can return
The wider situation can change the conditions of the next local action. When a usable trace is retained and returned, the next encounter carries history. The relational experiment below implements a delayed return; the magnetic calculation does not yet feed its field back into its driving current. This distinction locates the next step toward testing the larger continuity proposal.
Physical calculation · B in tesla
What does a circulating current produce?
Two driven currents meet at one probe. Change their relation and inspect the resulting magnetic field.
View from −y. Arrows: Bx / Bz · ⊗ +By (in) · ⊙ −By (out). Fixed arrow scale: 2 µT; larger values saturate visually, not numerically. Dim dots near wire are excluded samples.
Field at probe2.768 µT
Vector sum / sum of magnitudes100.0%
Bx 0.000 µT · By 0.000 µT · Bz 2.768 µT
Try Together, then Opposed. The driving amplitude stays the same; direction changes what the shared probe receives.
Orientation now: 0°. Nonzero swing is prescribed and phase-locked: advancing the drive cycle changes both current and tilt. These are externally positioned snapshots, not motion caused by magnetic torque.
1 Hz drive · replayed at 1/8 speed
Read the physical model
Each loop is held fixed in vacuum and driven by an external current source: I(t) = polarity × peak × cos(2πt + phase). Leads, resistance, circuit feedback, electric fields, and radiation are not modeled. The 1 Hz, metre-scale example uses a quasi-static approximation; it is not a self-powered engine.
B is calculated from the vector sum of midpoint Biot–Savart contributions: μ₀/(4π) ∑ I Δℓ × r / |r|³. μ₀ ≈ 1.25664e-6 H/m. A circular loop uses 128 segments; the toroidal example uses 16 separate circular windings, 96 segments each, with minor radius 0.3 × major radius. It approximates a winding, not a human body.
The exclusion distance is 0.025 × radius around each segment. It masks samples rather than inventing a finite value at a filament. The percentage compares the total vector magnitude with the sum of individual magnitudes at this probe; it is not an efficiency, consciousness score, or universal measure of coherence.
In the ideal continuous-winding limit, a toroidal coil can have zero external field. Our finite windings can leave a residual outside. Field magnitude alone does not give attraction: a force calculation also needs a specified charge, current, or magnetic object and its interaction.
Tilt rotates a loop about its own centre, or the whole toroidal winding about its centre. Current phase is unchanged by that geometric rotation. A nonzero swing prescribes θ(t) = base tilt + swing × sin(2πt). No induced voltage, mechanical work, self-adjusting tilt, or expansion/contraction dynamics are calculated.
Y Engine model · dimensionless relations
How does one choice reach a shared world?
Seven identities keep their own states. Compare two identical runs; change only Identity 1’s choice in one of them.
Largest change in another identity0.00000 q
Common available interval0.546–0.743
First change Identity 1’s choice, then advance. With no intervention the paired runs remain identical.
Changing a parameter resets both runs. q is the existing model’s bounded continuity coordinate, not charge, field strength, moral worth, or a measured human trait.
Read the relational model
This uses the same relation-fabric engine as the shared-reality torus. Pair overlap defines A; normalized incoming influence defines W. Coupling scales delayed q and phase signals. Each next q also depends on its own bounded choice and the declared target. The interval rule is authored, not learned from people or derived from electromagnetism.
The untouched run is a counterfactual control with the same configuration and elapsed steps. The only intervention is Identity 1’s choice. At zero coupling or without geometric overlap, another identity’s q must remain unchanged relative to that control. A visible circle is not a transmission channel by itself.
This focused experiment uses local pairwise return. It does not simulate thought, a collective conscious self, or the complete observing Mind. Open the larger lab to inspect its separate retained whole-level feedback.
The founder proposes that organized internal activity changes an identity’s wider relations, and that alignment can reshape the possibilities available within a shared reality. That question connects this lesson to the larger Mind model; it is not an isolated claim about magnets.
Here, the physical experiment calculates a magnetic field from current. The relational experiment calculates consequences from declared coupling and history. Their shared questions are direction, combination, boundary, and return. Their carriers, equations, and units remain distinct.
Tilt changes the field. What would make that change return?
The new proposal adds orientation to the progression: a flow meets another flow at an angle; that relation changes their combined influence; a returning influence might then alter the next orientation. The controls above let us inspect the first part. They do not yet derive the return that would make tilt change by itself.
This version calculates the field, not push, pull, or mechanical motion. A larger B reading here is vector addition or redistribution, not amplified current or created energy. Unlike an internally evolving orientation, its tilt is supplied by the controls.
Reinforcement at a probe is not automatically a voltage amplifier. In a driven resonant circuit, well-timed input can build an oscillation while resistance dissipates energy. A sustained system needs an energy balance; a larger voltage alone does not mean energy has been created.
The next test of the founder’s tilt–continuity proposal would specify interacting circuits, their coupling, a rule or torque for orientation, stored energy, the driving source, and losses. Then we could turn the drive off, change the timing, and test whether any predicted reversal, expansion, or decay actually follows from those rules.
From electromagnetic fields to living experience
Electrical activity in the brain produces weak magnetic signals measurable by MEG. To connect an internal process to an outward field, specify the active currents, their geometry and tissue conduction. To close the return, specify what receives that field and how its response alters the original activity. A general torus diagram alone does not supply this anatomical and causal model.
In the Mind introduction, a numerical body response already changes internal activity, and retained whole-level comparison changes the next response. This makes a small reciprocal loop explicit. Differentiated meaning, intention and the mapping to physical currents remain additional bindings. Both physical and mental aspects have inside, outside and relations; neither is simply one side of the triad.
Electric, magnetic, and direction: where the three-part picture applies
A plane electromagnetic wave in vacuum has electric and magnetic fields perpendicular to each other and to its propagation direction. This is a precise three-direction relationship in that physical model, not three substances or a derivation of every Y triad. This workbench calculates the quasi-static B field of prescribed currents; it does not calculate a travelling electromagnetic wave.
One connected investigation
What carries change, what receives it, what remains, and what returns?
Inside–outside relation gives the question. A particular carrier, response and return rule make it an operating example.
What runs here
Prescribed current paths contribute magnetic vectors through the Biot–Savart integral. Direction, phase, tilt and separation change their sum at a probe.
Current in amperes, geometry in metres, magnetic field in tesla.
The calculated B field does not yet alter the currents or move the bodies. Electric-field, force, torque and circuit feedback require their own specified equations.
What connects these into a complete operating system?
The shared grammar connects these studies. A single physically and mentally coupled simulation still needs explicit state, units and reciprocal response bindings; visual resemblance cannot supply them.
Inside, outside and boundary
Carrier and accessible route
Geometry and combined influence
Recipient response
Retained consequence
Changed participation and return
For the mental aspect, retained distinctions must affect attention or action, and their outcomes must be able to change later interpretation. A visitor’s camera or a meaning label is a reading of that system, not its own intentional observer.
Continue through the sources and model assumptions
This lesson is an author-directed teaching synthesis. It extends the existing physical-carrier / relational-model distinction without promoting a new universal electromagnetic claim.
