ALLISTARSymmetric Field Physics
SYMMETRIC FIELD PHYSICS
Law of Equilibrium
& The Point Fulcrum
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FOUNDATION
The Two Fundamental Fields

All physical phenomena arise from the interaction of two fundamental, co-existing continuums. They never fuse, but always stand side by side — each defining the other through equal and opposite action. Every force, every material, every circuit in nature is a specific expression of their relationship.

S FIELD — SPACE FIELD
  • Kinetic, expanding continuum
  • Forms the sphere
  • Radiates outward from center
  • Expression of dynamic pressure and motion
  • Accelerates to the sphere boundary
T FIELD — TIME FIELD
  • Potential, contracting continuum
  • Forms the point (center)
  • Travels inward as a line to center
  • Expression of stored potential and tension
  • Decelerates toward the center point

The two fields form a closed circuit: S Field radiates outward from the T Field center, expands to the sphere boundary, reaches the Point of Change = 0, converts back to T Field, and returns inward as a line. This cycle is the base unit of all field activity.

PRIMARY LAW
The Law of Equilibrium

The Law of Equilibrium is an omnipresent force operating continuously across all field circuits. Its governing action: greater potential always flows toward lesser potential, mediated by an invisible balance point — the fulcrum. It does not merely determine the direction of flow — it governs the speed and geometry of all field motion through the S/T ratio: the ratio of space traversed to time taken in any field action.

"The Law of Equilibrium always establishes an invisible point fulcrum on a line of economy between two potential points. Should it happen that potential point A and B are not equal, parts of the greater point A will travel to the smaller point B by way of that point fulcrum, in order to create a balance. The space over which potential ST Field energy travels from point A to point B is critical to the speed and balance of that movement."

— Field Physics Reference

Momentum and inertia are not independent principles — they are extensions of the Law of Equilibrium, operating as its sustained expressions within a field circuit. The law also encodes a principle of energy gain through circulation: potential spent outward returns to center with interest, creating new energy through the cycle rather than merely conserving it.

CONVENTIONAL BRIDGE The closest equivalent in conventional physics is the Principle of Least Action — systems evolve along paths that minimize action. Fermat's Principle in optics, geodesics in General Relativity, and thermodynamic equilibration all reflect this same tendency. The S/T ratio maps structurally to the space-time relationship in relativistic mechanics.
THE BALANCING MECHANISM
The Point Fulcrum

The point fulcrum is the invisible balance point established on the line of economy between any two potential points. It is not a passive null zone — it is an active power center that stimulates motion in field circuitry:

"What is this mysterious invisible point fulcrum all about, since it always appears in any struggle to balance? It is a point upon an axis that is multiplied everywhere. IT IS POWER. It is a flexible power that stimulates a motion in field circuitry. It manifests as an equality in the ratio between time and space. It sets up cosmic highways of communication."

— Field Physics Reference

The interactive model below demonstrates the four primary expressions of the Law of Equilibrium and the Point Fulcrum in field circuit behavior. Use the controls to explore each mode.

INTERACTIVE FIELD CIRCUIT SIMULATOR
LAW OF EQUILIBRIUM
BASIC CIRCUIT FLOW
FLOW — POTENTIAL & KINETIC
Equal potentials = EQUILIBRIUM. Potential (blue) flows inward from both ends. Kinetic (red) radiates outward from centre in both directions. Tip one slider to begin directional flow.
CONTROLS
Potential A50
Potential B50
Potential — blue (cold)
Kinetic — red (hot)
State
EQUILIBRIUM
Flow Rate
0 u/s
Fulcrum
Fixed at centre
FOUR KEY FEATURES
Expressions of the Point Fulcrum
01
LINE OF ECONOMY
The direct path between two potential points where equilibrium is sought. Energy travels along this line from greater to lesser potential. The space traversed and the time taken define the S/T ratio — the speed and geometric balance of all field motion.

CLOSURE acts along this line like a stretched rubber band: at every point between the two potentials, an undertoned fulcrum pulls inward, maintaining the tension that prevents all potentials from collapsing together.
STRONG BRIDGE — Principle of Least Action / Potential Gradient
02
VORTICAL FORM
The equilibrium axis does not appear arbitrarily. It is a consequence of geometry.

Where the Primary Vertical Axis meets the boundary, it creates a potential point. Where the Secondary Horizontal Axis meets the boundary, it creates a second potential point. The Law of Equilibrium activates between these two boundary points — establishing a Line of Economy between them. The Point Fulcrum sits at the exact center, equidistant from both.

The equilibrium axis passes through that fulcrum at 45° — not by design, but by geometric necessity. It is the only line that bisects the angle between the Primary Vertical and Secondary Horizontal axes equally. This is the place where both axes are in precise balance.

Because the sphere is a closed form, this relationship repeats continuously around the center point. The equilibrium axis multiplied around the Primary Vertical Axis produces the double-cone vortical form — two cones converging at the Point Fulcrum, one above and one below the equatorial plane.
45° Equilibrium Axis — Primary and Secondary axes establishing the Point Fulcrum
Primary & Secondary axes — Line of Economy — Point Fulcrum at 45°
Double-cone vortical form — equilibrium axis multiplied around the sphere
Equilibrium axis multiplied → double-cone vortical form
PARTIAL BRIDGE — Double-cone geometry confirmed in plasma physics, magnetic dipoles, astrophysical jets
RESEARCH OBSERVATION — INTERPRETIVE · NOT YET EXPERIMENTALLY VERIFIED

The top cone rotates clockwise seen from above; the bottom cone rotates clockwise seen from below — making them counter-rotating relative to each other in absolute space. Applying the right-hand rule to both: the top cone directs field lines downward toward center; the bottom cone directs field lines upward toward center. Both vectors point simultaneously inward to the Point Fulcrum.

This suggests the double-cone vortical form is not merely a geometric expression of equilibrium — it is an active inward pump, continuously concentrating potential at the center point from both directions. This is consistent with the source description of T Field concentrating toward the fulcrum from both potential boundary points under the Law of Equilibrium.

03
COMMON AXIAL LINE
When two equal and opposite field spheres recognize an equilibrium harmony, a new common axial line forms center-to-center. This initiates CLOSURE — the spheres draw together, surface tensions touch, and a common circular chord forms between them.

The chord is layered: S Field predominant on one side, T Field predominant on the other, with a universal field axis through the center. A torus forms around the chord — the plane where field circuitry seeds new structure.
PARTIAL BRIDGE — Resonance locking, vesica piscis geometry, molecular bonding planes, standing wave nodes
04
TORI
Circular energy rings that always form around a point fulcrum, in direct ratio to its energy. They form around every motion, force, and form — both mechanical and electrical, the equal and opposite complement to T Field linear activity.

Under pressure, tori undertone instantly into harmonic subdivisions. This is experimentally confirmed by cymatics research: amplitude increase produces abrupt, precise harmonic reorganization of field geometry, with subdivision count in direct ratio to the added potential.
STRONG BRIDGE — Lenz's Law, toroidal EM fields, tokamak confinement, vortex rings, harmonic subdivision
CROSS-DOMAIN ANALYSIS
Bridges to Conventional Physics

The following maps each feature to its closest equivalent in conventional physics, confirms where current science agrees, and identifies where the gap remains open.

Feature Conventional Equivalent Open Gap Bridge
Line of Economy Principle of Least Action; potential gradients; geodesics in GR No universal inward CLOSURE force through vacuum STRONG
Vortical Form Double-cone geometry in plasma, magnetic dipoles, astrophysical jets 45° equilibrium-axis derivation has no equivalent in field theory PARTIAL
Common Axial Line Resonance locking; molecular bonding; vesica piscis; standing wave nodes Field recognition harmony; seeded materialization on a common chord PARTIAL
Tori Lenz's Law; toroidal EM fields; tokamak confinement; vortex rings No unified ontology linking all forces into one toroidal principle STRONG
NOTE ON BRIDGE RATINGS Strong = behavior well-confirmed by conventional physics. Partial = geometry or effect confirmed, underlying mechanism differs. Open gaps mark the active research frontier.
CIRCUIT SUMMARY
The Complete ST Circuit

The Law of Equilibrium and the Point Fulcrum together define the complete field circuit — the base unit of all field activity:

T Field potential stores at center → Law of Equilibrium activates → Point Fulcrum establishes on Line of Economy → S Field radiates outward → Tori form around all motion → S Field reaches sphere boundary → Point of Change = 0 → S Field converts to T Field → Returns inward to center → Circuit completes

Every physical phenomenon — gravity, magnetism, electricity, material accretion, harmonic resonance — is a specific expression of this circuit operating at a particular scale of field activity.

RESEARCH IDENTITY
References & Attribution
DOCUMENTATION
  • Kolev, K. (2024–2025). Symmetric Field Physics — Independent Research Documentation. Allistar Center. ORCID: 0009-0007-4394-8722
  • Jenny, H. (1967). Cymatics: A Study of Wave Phenomena and Vibration. Basilius Presse. — Experimental basis for harmonic subdivision under pressure (Tori, Feature 04).
  • Feynman, R., Leighton, R., Sands, M. (1964). The Feynman Lectures on Physics. Addison-Wesley. — Least Action principle, electromagnetic field theory.
  • Misner, C., Thorne, K., Wheeler, J. (1973). Gravitation. W. H. Freeman. — Geodesics, spacetime geometry (Line of Economy bridge).
SYMMETRIC FIELD PHYSICS — ALLISTAR CENTER — INDEPENDENT RESEARCH DOCUMENTATION