What Each Terminal Does
© 2026 David R. Young — Spectrum Energy Research Foundation · CC BY-NC-SA 4.0
The physical universe is built on two terminals. What is each one doing?
Research Note 024 proposed that electric and magnetic are the two fundamental terminals of the physical universe, operating on the quantum field as their base. But identifying the terminals is only half the question. The other half is: what does each one do?
If they do opposite things, the difference should be visible — not at one scale, but at every scale. And it is.
Electric and magnetic fields behave differently. Electric fields act on charge. Magnetic fields act on spin and motion. They can each exist on their own, and when they interact, they always meet at right angles to each other — never parallel, never at random. Research Note 024 established them as the two fundamental terminals.
But terminals have purposes — they have roles in energy production and control. In a battery, one terminal gives and the other receives. In any two-terminal system, the terminals do opposite things — that is what makes them two terminals rather than one. If electric and magnetic are truly the fundamental pair, each should have a distinct role, and that role should be consistent everywhere we look.
Start looking, and a pattern appears immediately.
Pick up a balloon. Rub it on your sleeve. Hold it near your hair and watch what happens. Your hair reaches toward the balloon and sticks. The electric charge on the balloon grabbed your hair and held it in position. It did not make your hair swirl. It did not set anything in motion. It pulled your hair to a fixed point and held it there.
That is what electric fields do. They reach from one point to another — from positive to negative — and they hold. Think of it as an invisible scaffolding between two charges, defining where things sit relative to each other.
Now look at the atom. The positive charge of the nucleus reaches outward and defines where electrons can exist — which distances, which arrangements, which shapes. Without that electric charge, the atom has no architecture. Nothing holds anything in position. The electric terminal provides the structure that gives the atom its form.
In a conductor, the rigid framework of atoms — the lattice — is held together by electric bonds. These bonds define position. They keep the atoms locked in place. They are the scaffolding of the material.
In the human body, direct current passing through muscle triggers a chain of responses that ends in rigid contraction. A hand gripping a live wire cannot let go — the muscles lock. The mechanism involves several steps, but the result is always the same: the tissue contracts into a fixed position and stays there. The electric terminal does not produce relaxation or flow. It produces rigidity.
In medicine, a defibrillator delivers an electric shock to a heart in chaotic rhythm. The shock resets the heart's electrical pattern — restoring order to the heartbeat. The electric terminal restores structure.
One terminal. One role. Consistent at every scale: the electric terminal creates structure, defines position, and holds things in place.
Now pick up a magnet. What is it doing? You can feel it pull on another magnet or a piece of iron. You can see it swing a compass needle. But the motion the magnetic field creates is happening at a scale you cannot directly see — in the quantum field itself, circulating from one pole around to the other.
One of the rare places where this flow becomes visible is the aurora — the northern and southern lights. Charged particles from the sun encounter Earth's magnetic field and are caught in its circulation. They spiral along the field lines, continuously moving, glowing as they go. They do not stop and lock into position. They flow. What you see in the night sky is the magnetic field's circulation made visible — the quantum field in motion, lit up by the particles caught in it.
That is what magnetic fields do. They put the quantum field into motion. They create circulation and flow. At our everyday scale, we mostly see the results — things that moved and then stopped. The stopping is the electric terminal locking things into position (Note 023 reminds us that what we see depends on our viewpoint of dimension). The motion that got them there was magnetic.
Now look at the atom again. The electric charge of the nucleus created the structure — where the electrons sit. But what are the electrons doing there? They spin. They orbit. Every dynamic property of the electron — every aspect of its motion — is magnetic in character. The electric terminal built the house. The magnetic terminal is everything moving inside it.
In the human body, applied magnetic fields have been observed to increase blood flow and reduce swelling in tissue. The magnetic field creates motion through the body's fluids. The result is circulation, not rigidity.
In medicine, MRI uses a strong magnetic field to make hydrogen nuclei in the body spin — the magnetic terminal creating motion at the nuclear level inside living tissue.
One terminal. One role. Consistent at every scale: the magnetic terminal creates motion, circulation, and flow.
Four scales. Same result every time.
At the quantum level: the electric field creates a gradient — a potential between two points, a condition. The magnetic field creates circulation — motion in the quantum field, visible as the looping field lines around any magnet.
At the atomic level: the electric charge of the nucleus defines the atom's structure. The magnetic properties of the electrons create their motion.
At the biological level: electric current locks muscles into rigid contraction. Magnetic fields increase circulation and flow.
At the medical level: electric shock restores structural order. Magnetic fields create motion in tissue.
The research proposes that electric holds and magnetic moves — and that these roles do not change with scale. They do not reverse. They do not blend into a single behaviour. At every level of observation examined here, the same two terminals appear to perform the same two roles. The superconducting persistent current provides additional support for this pattern: the magnetic field movement at the transition initiated the current (magnetic moves), and the flowing current holds the expelled field in a static configuration (electric holds). Each terminal does its job and feeds the other (see Research Note 042).
This is a proposed pattern drawn from observation, not a proven law. Its strength is its consistency across scales. Its test is whether exceptions can be found — cases where the electric terminal creates motion or the magnetic terminal creates structure without an intervening handoff.
Two well-known experiments appear to contradict this pattern — until you look more carefully at what is actually happening in each one.
In the first experiment — the Schwinger effect — a strong electric field is applied to the quantum field, and pairs of particles appear. Standard QED predicts this directly: the electric field strength exceeds the threshold for pair production, and the vacuum produces electron-positron pairs. The calculation matches experiment without requiring a two-step handoff between terminals.
The two-terminal model offers an alternative reading. Look at the sequence more carefully. The electric field was applied — and a fraction of a moment later, that electric field induced a magnetic response. It always does — the two terminals always create each other when one changes. The electric field created the condition: a structural potential in the quantum field. The induced magnetic response put the quantum field into motion. And the motion produced the particles. The electric field created the condition. The magnetic field created the flow. The standard account draws a straight line from what was applied to what was observed. The two-terminal reading proposes a handoff in between.
In the second experiment, a strong magnetic field is applied to the quantum field, and the quantum field begins behaving like a crystal — bending light differently depending on its orientation (an effect physicists call vacuum birefringence). Standard QED predicts this through virtual electron-positron loops in the vacuum — the strong field modifies how these loops interact with passing light. Again, the prediction matches without requiring a terminal handoff.
The two-terminal reading: the magnetic field was applied — and a fraction of a moment later, it induced an electric response. The magnetic field put the quantum field into circulation. The induced electric response organised that circulation into a stable, ordered pattern. The magnetic field created the motion. The electric response structured it. Same alternative reading: the standard account draws a straight line; the two-terminal model proposes a handoff.
One published paper makes the contrast between these two experiments even more telling: in the Schwinger effect, the particles that appear oppose and fight the applied electric field — the effect tears itself apart. In vacuum birefringence, the organised patterns that appear do not oppose the applied magnetic field — the effect sustains itself.
This is consistent with what the two-terminal model predicts. In the Schwinger effect, the electric field builds a structural condition, the induced magnetic flow disrupts that structure, and the effect is unstable. In vacuum birefringence, the magnetic field creates circulation, the induced electric structure organises and stabilises that circulation, and the effect persists. Each terminal creates the other, and the other does what it always does — structure holds, flow moves.
Both readings — the standard QED account and the two-terminal handoff — predict the correct outcomes of both experiments. Neither is ruled out by the data. The two-terminal reading is offered as an alternative interpretation that is consistent with the structure/flow pattern observed at every other scale in this note. It is not a correction of QED's predictions, which are accurate.
This brings us to a question that has been in front of physics since Maxwell: what physically makes an electromagnetic wave move through space?
The research pictures it in terms of the two terminals.
The electric component grabs the quantum field — structures it momentarily. But structure without flow cannot sustain itself, so it releases. The release creates magnetic flow. The flow cannot sustain itself without structure, so it creates the next electric grab. Grab, release, grab, release — structure, flow, structure, flow — the wave propels itself through the quantum field by the two terminals alternately doing what they do. Neither terminal can act without creating the other. The wave does not need an external push. The two terminals drive each other forward.
This model also connects to why light travels at the speed it does.
The speed of light is not an arbitrary number. It is set by two measured properties of the quantum field. There is a measurable rate at which the quantum field can be structured — physicists call it the permittivity of the vacuum. And there is a measurable rate at which the quantum field can be put into motion — physicists call it the permeability of the vacuum. The research reads one as the electric terminal's response rate and the other as the magnetic terminal's response rate.
The speed of light is defined by both together: c = 1/√(ε₀μ₀). This formula is standard Maxwell — it has been known since the 1860s and is not in dispute. What the two-terminal model adds is an interpretation: the two constants are the response rates of the two terminals operating on the quantum field. If either rate were different — if the quantum field could be structured faster, or put into motion faster — light would travel at a different speed.
The speed of light is not a property of light. It is a property of the base — determined by how the two terminals operate on it. This interpretation is the research's; the formula itself is established physics.
The superconducting persistent current demonstrates the same two-terminal cycle in a closed loop rather than an open path (Research Note 042). The wave circulates at light speed in the ring, with the two terminals feeding each other exactly as described here — except the geometry sends each cycle back to the start rather than forward to the next position.
If the electric terminal creates structure and the magnetic terminal creates flow, what do they act upon?
At every scale examined in this note, there is a neutral base beneath the two active roles. In a conductor, the lattice is the base — it does not flow or hold charge, but both terminals operate on it. In an atom, the neutron sits in the nucleus — electrically neutral, not participating in the electric interaction between proton and electron, but holding the nuclear structure together. In a battery, the case holds the terminals apart without participating in the energy.
The pattern demands the same at the quantum field level: a neutral component that is neither electric nor magnetic, does not participate in energy events, and provides the stable ground on which both terminals operate.
If this component exists, it would be the most fundamental structural unit of the quantum field. Not electric. Not magnetic. Neutral. The quantum field would be composed of these base particles the way a lattice is composed of atoms — a stable, neutral framework that the two terminals act upon but do not disturb. For now, we will refer to this as the Base Particle.
No one has proposed this particle. The closest historical concept was the luminiferous aether — a neutral medium through which electromagnetic waves were thought to travel. But the aether was conceived as a uniform substance, not as a particle, and was set aside after an experiment in 1887 showed it did not create drag on moving objects. The Higgs field — a concept from modern particle physics — is neutral and always present, but it was proposed as the source of mass, not as the structural base for terminal interactions.
The question remains open: what is the neutral ground? The two-terminal model requires it. The pattern across every scale examined demands it. Identifying it — or demonstrating that the quantum field functions as its own base without a separate neutral component — is a next step for the research.
If the structure-and-flow model is correct, it has practical consequences for Spectrum Energy Research.
If the two terminals have distinct roles — magnetic to create motion, electric to hold structure — then any engineering that requires controlled alignment, gating, or energy conversion has a two-step control mechanism available: use the magnetic terminal to create the desired motion, then use the electric terminal to lock it in place. The superconducting persistent current demonstrates this sequence: magnetic field movement started the flow, the current (electric) holds the field static. This principle would apply across the research, from decay cell design to electromagnetic wave control. It is also central to electromagnetic propulsion (Research Note 022), where the interaction between engineered electric and magnetic fields and the surrounding quantum field is the proposed mechanism for movement.
The model also provides another foothold in the ability to control electromagnetic waves. If a strong magnetic field can disrupt the structural step of an EM wave — as the vacuum birefringence experiment in Section 5 demonstrates — then controlled magnetic fields give us a way to modify electromagnetic waves in transit: their orientation, their speed, or their direction. This is central to Spectrum Energy Research, where every energy band gets its own optimal conversion pathway.
Related notes: Correction 004 (the two waves in a wire; the lattice as base), Research Note 016 (the magnetic response — the bound-pair tilting), Research Note 021 (the force wave and electron response), and Research Note 042 (the persistent current problem — superconductor as confirmation of the structure/flow pattern).
© 2026 David R. Young — Spectrum Energy Research Foundation
Licensed under CC BY-NC-SA 4.0 for research and education. Commercial use requires a separate license from Spectrum Energy Research Foundation. Contact: secharts@proton.me
© 2026 David R. Young — Spectrum Energy Research Foundation
Licensed under CC BY-NC-SA 4.0 for research and education. Commercial use requires a separate license from Spectrum Energy Research Foundation. Contact: secharts@proton.me