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🔬 Tokamak Cross-Section: Coils, Vessel and Plasma in 3D

Explore an illustrative tokamak in interactive 3D: magnetic coil sets, vacuum vessel, divertor, scientific diagnostics and textbook plasma-field equations.

Energy & Thermodynamics3DModerate60 FPS📱 Mobile-adapted🤖 ChatGPT
Tokamak Cross-Section: Coils, Vessel and Plasma in 3D ↗ Open standalone
⚙ Under the hood

Explore an illustrative tokamak in interactive 3D: magnetic coil sets, vacuum vessel, divertor, scientific diagnostics and textbook plasma-field equations.

tokamakmagnetic confinementnuclear fusionvacuum vessel3D cutaway

3D · Three.js / WebGL renderer · 60 FPS target · runs fully client-side, no install

About this simulation

Experimental Tokamak Fusion Reactor: Interactive 3D Cutaway

A tokamak is an experimental device for confining ionized matter with magnetic fields. Its compact name disguises a remarkably complicated assembly: powerful magnet systems embrace a toroidal vacuum chamber, substantial structures resist magnetic forces, and instruments observe the plasma without placing ordinary sensors directly inside the hottest region. The exterior of a tokamak can appear to be an industrial vessel, but the scientific heart of the device is a carefully shaped magnetic field that provides a route to studying high-temperature plasma behavior and controlled fusion.

This interactive exhibit presents an original, fictional educational reconstruction called ARCFLUX T-1. The model is not a replica of a particular national laboratory, manufacturer or operating machine. It separates established tokamak physics from engineering-inspired choices about housings, ports, cable trays, access decks and coil details. The purpose is to make relationships visible: which components form the magnetic confinement system, where the vacuum boundary lies, and how the surrounding machine supports diagnostics, cooling, electrical services and maintenance.

Use the exterior, cutaway, isolation, exploded and operation modes to compare different layers. The operation animation is a qualitative illustration, not a validated simulation of plasma equilibrium or transport. Every adjustable scientific input is illustrative. The equations are established textbook relationships used under expressly simplified assumptions, rather than design specifications for an actual fusion facility.

Why Magnetic Confinement Is Necessary

Matter becomes plasma when enough energy is supplied for a substantial population of electrons to be free from their parent atoms. Such a mixture contains charged particles that respond strongly to electromagnetic fields. In a magnetic field, electrons and ions tend to spiral about field lines as their perpendicular velocity changes direction. Their motion is not equivalent to being trapped rigidly on a wire: collisions, drift motion, turbulence and collective instabilities all matter. Nevertheless, magnetic confinement offers a way to separate much of the energetic plasma from the surrounding physical wall.

The principal tokamak geometry is toroidal, resembling a ring-shaped chamber with a central opening. The toroidal component of the magnetic field runs around that ring. A poloidal component travels the shorter way around its cross-section. Combining the two components creates helical magnetic field lines. The helical structure is important because a purely toroidal field does not by itself eliminate all unwanted particle drifts, and practical plasma stability requires more than one field component.

For fusion research, the plasma must also achieve demanding combinations of temperature, density and energy confinement time. The complete performance of a tokamak cannot be inferred from the magnetic-field magnitude alone. The exhibit intentionally avoids claiming a particular fusion yield, energy gain or reactor efficiency, because those quantities require plasma profiles, transport models and carefully stated experimental conditions.

A Tour of the Ten Assembly Subsystems

The guided assembly introduces ten logical subsystems in dependency order. The first is the foundation and inertial support structure. Heavy experimental installations need defined load paths to transmit static weight, thermal movement and electromagnetic loads toward supporting civil structures. In the fictional model, a base plinth, metrology deck and distributed piers illustrate the concept. They are not scaled construction drawings, and their appearance should not be used to judge required foundations for a real machine.

The second layer is a cryostat-like outer enclosure. Depending on the type of tokamak and magnet technology, large thermal insulation and vacuum structures can separate cold magnets from warmer equipment. Segmented outer panels and restraint bands make that separation visually legible. Removing the front-facing panels in cutaway mode reveals that the enclosure is only one part of a deeply nested machine; it is not the plasma vacuum vessel itself.

Third comes the toroidal vacuum vessel, modeled with a ring-shaped shell and radial access features. In a real device, the vessel must preserve a controlled vacuum environment while accommodating pumping, heating, diagnostic sightlines and internal hardware. The vessel's relationship to its surrounding magnet structure is a fundamental engineering problem. Here, panel divisions serve the educational animation and do not imply a specific industrial joint arrangement.

The fourth subsystem represents the first wall, thermal shields and removable blanket-style cassettes. These surfaces face an environment dominated by thermal radiation, plasma interactions, energetic particles and demanding maintenance requirements. Their precise functions vary among experimental configurations and proposed power-producing designs. The present colored sectors are explanatory stand-ins for complicated materials and cooling assemblies, not predictions of service life or neutron damage.

The remaining six systems are the toroidal-field magnet coils, poloidal-field rings, central solenoid, divertor and auxiliary ports, diagnostic services, and access infrastructure. Their separation allows an observer to hide unrelated structures, follow assembly order, and distinguish a scientific mechanism from the equipment needed to operate and maintain it.

Toroidal Field Coils: The Dominant Magnetic Architecture

The distinctive repeated arches around a tokamak correspond to the toroidal field coils. In broad terms, their currents generate a magnetic field that circles the long way around the torus. When viewed individually, a coil may resemble a large D-shaped structural loop instead of a simple circular wire. Real coils contain carefully engineered windings, insulation, cases, supports and electrical connections. Some experimental machines use superconducting coils, which introduce additional cryogenic and protection challenges; others use different conductor technologies.

The exhibition uses repeated D-shaped coils with a copper-toned winding pack and blue technical housings. This is an engineering-inspired visual treatment intended to distinguish current-carrying structures from mechanical containment. It is not a claim that these specific materials, cross-sections or winding numbers are used in any actual installation. A selected coil highlights the radial position of the magnet relative to the plasma and the machine center.

Poloidal Field Rings and the Central Solenoid

Toroidal confinement requires shape control. Poloidal field coils distributed above, below and around the vacuum vessel can influence plasma position, cross-sectional shape and the magnetic equilibrium. Their separate locations matter: changing current in one coil does not produce precisely the same field perturbation as changing current in a coil elsewhere. Control engineering therefore combines multiple measurements, coils and models to maintain an intended plasma configuration.

The central solenoid sits near the middle of many tokamak designs. Changes in the magnetic flux produced by a solenoid can induce a toroidal electric field through Faraday's law. That electric field can drive plasma current, an important source of poloidal magnetic field and ohmic heating in suitable operating phases. Some advanced operating scenarios explore non-inductive current drive, but the basic transformer-like role of the central solenoid remains an excellent way to understand a conventional tokamak.

This model resolves a stack of individual solenoid winding modules rather than rendering one featureless pillar. The winding stack, surrounding compression structure, and upper and lower coil sets reveal how electromagnetism and mechanical support must coexist. The winding count and proportions are illustrative, not inferred from an actual coil specification.

The Vacuum Vessel, Plasma-Facing Wall and Divertor

The toroidal vacuum vessel defines a controlled environment around the plasma. Its ports can support pumping equipment, heating beams, diagnostics and other services. The vessel must also integrate with supports and withstand operating and off-normal loads. It is therefore both a scientific boundary and a substantial piece of engineering. In cutaway view, the vacuum shell, internal liner and first-wall sectors appear as successive surfaces rather than an empty torus.

Some surfaces inside the vacuum boundary are deliberately designed to encounter particle and heat flux. Plasma-facing components can use specialized materials and cooling arrangements because ordinary structural metals may not be suitable at every contact surface. The exhibit uses an abstract ceramic-like first wall and darker divertor targets to distinguish functions without pretending that one generalized material is universally correct.

A divertor is a particularly important concept in many tokamaks. The magnetic configuration can guide particles and energy toward designated exhaust regions, where specialized target components and pumping systems assist with particle and impurity management. The divertor does not simply catch all plasma like a drain; its behavior depends on magnetic topology, transport and complex plasma–surface interactions. The simplified lower tiles in the exhibit mark the region where such functions may be concentrated.

Cryogenic, Electrical and Diagnostic Infrastructure

The most photogenic components are often the magnets, but a scientific installation would be incomplete without its less celebrated services. Cryogenic systems may be needed when superconducting magnets are used. Current leads and busbars connect electrical systems to coils. Feedthroughs transport signals or power across pressure and vacuum boundaries. Cooling pipes and removable hardware provide access to components that must be inspected or replaced.

Diagnostics provide the measurements needed to study plasma behavior. Magnetic probes, interferometric techniques, spectroscopy, cameras, bolometry and many other methods can contribute different views of the same plasma state. Instruments must deal with limited access, stray fields, radiation backgrounds, restricted sightlines and severe environmental constraints. Their outputs are not interchangeable, and a real experimental result depends on calibration and uncertainty assessment.

The installation includes simplified pickup housings, instrument racks, cable looms, vacuum feedthroughs, maintenance passages and safety-colored handrails. These details are engineering-inspired rather than faithful designs. Their presence communicates that a working research installation is a coordinated facility, not merely an isolated magnetic ring suspended in empty space.

Reading the Live Physics Console

The interactive science console evaluates several quantities from textbook equations using the adjustable illustrative inputs. Total toroidal-field ampere-turns and measurement radius determine the approximate toroidal field Bφ. From that field, electron charge and mass give the electron cyclotron frequency fce = eB/(2πme). A stronger field produces a larger cyclotron frequency in this elementary non-relativistic approximation. The displayed frequency is a calculation, not a prediction of emitted power or an instruction for operating a heating system.

The density and temperature controls inform an idealized plasma-pressure estimate. If electron and ion number densities are treated as equal and the temperatures are represented using the same energy units, pressure can be written p ≈ n(Te + Ti), with each temperature converted to joules. For the equal-temperature controls in the exhibit this becomes p = 2nT(eV)e. Dividing the plasma pressure by the magnetic pressure B²/(2μ₀) produces the illustrative plasma beta, shown as a percentage.

Beta helps communicate the relationship between thermal pressure and magnetic-field pressure, but a real plasma has spatial profiles, anisotropies, instabilities and equilibrium constraints absent here. The magnetic-pressure readout is B²/(2μ₀), expressed in megapascals. Even a plausible-looking beta cannot establish the stability, feasibility or safety of a reactor design.

An independent numerical check calculates an illustrative electron speed from a selected non-relativistic kinetic energy, derives the Larmor radius using that speed and the field, then estimates the orbit frequency from speed divided by circumference. The console compares this route with the direct cyclotron-frequency expression. The agreement checks arithmetic consistency for the simplified model; it does not validate the machine geometry or predict measured data.

How the Five Structural Modes Support Learning

Exterior view presents the installation as one assembled research machine, revealing the hierarchy of shells, magnets, platforms and controls. The cutaway slider removes selected forward-facing sectors and exposes interior geometry. This is a deliberately curated educational section, not a complete finite-element cut operation through arbitrary surfaces. The view clarifies which parts are outside the vessel, which form the vessel itself, and which would belong inside the vacuum space.

Component isolation reduces the scene to a selected named object. It is most useful after clicking an individual toroidal coil, a diagnostic housing, a vessel sector or a particular structural support. Exploded mode separates subsystem groups while preserving their relative part positions. Its percentage changes a teaching visualization only: actual assembly and maintenance sequences require specialized tools, collision checks, installation fixtures and approved procedures.

Operation mode introduces luminous trajectories and helical lines to suggest magnetic geometry and moving charged particles. Their appearance is not computed by a self-consistent plasma-physics solver and should not be interpreted as a calculated field topology, confinement time, particle orbit, heat load or predicted fusion reaction. A process-speed control adjusts the animation, while the physics sliders independently update the textbook values.

What Is Real, Reconstructed and Deliberately Unknown

The exhibit's genuine scientific concepts include toroidal and poloidal magnetic confinement, induced plasma current, vacuum isolation, plasma-facing surfaces, divertor exhaust regions, instrumentation and basic relationships involving magnetic field, cyclotron frequency, gas pressure and beta. These concepts are broadly grounded in established physics and engineering research.

The fictional machine layout, names, colored material choices, flange placements, coil cases, support pattern, access paths and instrument rack details are engineering-inspired reconstructions. The visual content does not specify real material grades, connection loads, leak rates, conductor properties, radiation shielding thicknesses, cryogenic capacities or operational limits. Some fixtures are explicitly speculative because the exhibit emphasizes visual clarity and inspectability over a particular facility's architecture.

Frequently Asked Questions

What does a tokamak actually confine?

A tokamak attempts to confine ionized gas, or plasma, through the combined action of magnetic fields and carefully controlled operating conditions. Charged particles spiral around field lines, but collision and turbulence processes still allow transport. The magnetic field is not a rigid container, and confinement performance depends on plasma behavior as well as the machine's engineering.

Why is the chamber shaped like a torus?

A torus permits an approximately continuous toroidal magnetic path without physical endpoints. When combined with the poloidal field, it supports helical field-line geometry useful for confinement studies. The shape is not an arbitrary decorative choice: it affects charged-particle motion, machine access and the arrangement of large surrounding magnets.

What is the purpose of the D-shaped coils?

Toroidal field coils provide the dominant field circling the plasma ring. D-like coil shapes can also be useful for managing substantial magnetic forces, although real profiles and structures differ between designs. The colored loops in this visualization are illustrative winding packs, not measured conductor geometry or exact load-bearing cases.

How do the poloidal coils differ from the toroidal coils?

Toroidal coils principally create the field around the long direction of the torus. Poloidal field coils contribute fields needed to position, shape and control the plasma. A tokamak uses their combined effects, often alongside plasma current, to form its magnetic configuration. The coils cannot be reduced to interchangeable rings with one universal function.

Why does a tokamak need a central solenoid?

In many conventional tokamaks, varying the magnetic flux linked to the plasma induces an electric field that helps drive plasma current. This is analogous to transformer action. Alternative non-inductive current-drive approaches also exist. The sectional winding stack here illustrates the role, not the performance or limits of a real solenoid.

What happens at the divertor?

A divertor provides a controlled region toward which magnetic field geometry can direct some exhaust particles and energy. Its surfaces and associated pumping system support impurity and particle management. Actual divertor physics includes complex interactions between plasma, neutral particles, radiation and material surfaces, far beyond the simplified tiles visible here.

Is the glowing plasma animation physically simulated?

No. The glowing particles and curves are qualitative teaching graphics that suggest motion and field-line helicity. They are not output from an equilibrium solver, orbit integrator, transport model or fluid simulation. The numeric console separately uses well-defined textbook equations with explicitly illustrative input values.

What does plasma beta tell us?

Plasma beta compares an idealized plasma thermal pressure with magnetic-field pressure. It is useful for understanding how much thermal pressure is associated with a field of given magnitude. It does not independently demonstrate plasma stability, establish fusion power, or justify a reactor design. Real beta is often discussed with careful definitions and spatial geometry.

Why can the magnetic-field value change with radius?

In the basic large-aspect-ratio toroidal approximation, Bφ is proportional to one over the major radius R. Increasing R decreases the approximate field if the enclosed ampere-turns are unchanged. Discrete coils, poloidal fields, plasma current and three-dimensional effects modify the full field distribution in real installations.

Can this model be used to build a working fusion reactor?

No. It is a museum-style scientific teaching reconstruction. Dimensions, materials, hardware placements and operating inputs are intentionally illustrative or unspecified. Designing, constructing or operating fusion equipment requires specialist research, engineering verification, safety cases, licensing and extensive institutional infrastructure. The model is intended for interactive understanding, not construction guidance.

Illustrative design, not affiliated with any real institution or manufacturer.

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