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World's Strongest Magnet!

Veritasium·
6 min read

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TL;DR

The 45-tesla record field is produced by a hybrid magnet: 11.5 tesla from an outer superconducting outsert plus 33.5 tesla from an inner resistive magnet.

Briefing

A 45-tesla hybrid magnet—nearly a million times Earth’s magnetic field—has become a real-world laboratory tool for probing matter, generating electricity, and even levitating objects that aren’t normally magnetic. The National High Magnetic Field Laboratory in Tallahassee, Florida, has maintained a Guinness World Record for the strongest continuous magnetic field since 2000, and the magnet’s extreme strength comes with practical consequences: filming inside or near it is notoriously difficult because the field can interfere with electronics and even damage camera equipment.

The magnet’s peak field isn’t spread evenly across the apparatus. It reaches its maximum in a narrow, centimeter-tall region at the center of a bore running through the middle, while the field drops off rapidly outside that core. Still, the surrounding “fringe field” remains dangerous. A key safety threshold is the 100 gauss line: objects with the right shapes can start pivoting and then accelerate toward the magnet before anyone can react. The lab therefore treats ferromagnetic items—like metal implants—as off-limits within that zone.

Engineering the record requires more than superconductors alone. Superconducting wire can only sustain magnetic fields up to roughly 20 tesla before it stops being superconducting. To push higher, the system combines an outer superconducting magnet with an inner resistive magnet. The superconducting outsert produces 11.5 tesla, while the resistive inner magnet adds 33.5 tesla; field addition yields the 45-tesla peak. Ramping to full power takes about an hour and a half because the resistive section demands enormous current—47,000 amps—along with substantial cooling. The resistive coils are built from stacked, thin conductor plates (a Bitter-style design) so cooling water can be driven through the structure and remove heat from the innermost windings.

Once running, the magnet turns basic physics into visible effects. Ferromagnetic materials are pulled in, but the more surprising demonstrations involve non-ferromagnetic matter. A Nerf football stuffed with steel washers becomes easy to identify because the washers dominate the response. Ferrofluid—tiny magnetite particles suspended in liquid—forms ridges and spikes as particles align with the field, and it can climb the container walls. Conductive metals also behave differently when moving: as a metal plate falls through the field, changing magnetic flux induces eddy currents that generate their own magnetic field to oppose the motion, slowing the plate via Lenz’s Law. The induced currents dissipate energy as heat, and the lab notes that in some setups the heating can be intense enough to boil water.

The magnet also enables levitation in multiple ways. With superconductors below their critical temperature, induced currents can persist and expel magnetic flux, allowing stable “human levitator” demonstrations above a ring of superconductors. Separately, diamagnetism and paramagnetism let strong fields repel or attract materials like water and liquid oxygen, enabling levitation of items that aren’t ferromagnetic—though the lab uses a weaker 31-tesla system for optical viewing.

Beyond spectacle, the lab’s goal is material discovery. Extreme magnetic fields help researchers test how electrons scatter in ultra-clean materials and how matter behaves under harsh conditions—alongside high electric fields, high pressure, and ultra-low temperatures. The record magnet’s power draw is significant—about 8% of the lab’s local generating capacity, costing roughly $250,000 to $300,000 per month—but the payoff is a new experimental frontier that scientists expect to reshape research over the next decades.

Cornell Notes

A hybrid magnet producing a continuous 45-tesla field enables experiments that go far beyond pulling on iron. Its peak field is confined to a small region, but the surrounding fringe field can still cause objects to pivot or accelerate toward the magnet, making ferromagnetic items and implants a safety concern. The 45-tesla result requires combining an outer superconducting magnet (11.5 tesla) with an inner resistive magnet (33.5 tesla), because superconductors alone top out near 20 tesla. Moving conductors slow down in the field due to eddy currents and Lenz’s Law, while superconductors can support stable levitation by expelling magnetic flux. These capabilities matter because extreme fields help reveal how materials behave and improve properties by reducing electron scattering in ultra-clean samples.

Why can’t superconducting magnets alone reach 45 tesla, and how does the hybrid design solve that limit?

Superconducting wire has a practical field ceiling: once the magnetic field exceeds what the material can sustain, it stops being superconducting. The lab notes that the highest field achievable with superconducting wire was nominally 20 tesla. The solution is a hybrid: an outer superconducting outsert generates 11.5 tesla, and an inner resistive magnet generates 33.5 tesla. Adding the fields yields the 45-tesla peak. This lets the system exceed what superconductors can do by themselves while still benefiting from superconductivity where it’s most effective.

What makes the fringe field dangerous even when the 45-tesla core is hard to access?

The maximum 45-tesla field occurs only in a narrow, centimeter-tall region at the center of the bore. Outside that core, the field weakens but remains strong enough to act on nearby objects. The lab uses the 100 gauss line as a practical reference: objects with suitable shapes can begin orienting themselves, pivoting on a tabletop and then accelerating toward the magnet. By the time motion is noticed, it can already be too late—so ferromagnetic objects (including metallic implants such as pacemakers) are treated as hazards within that fringe-field zone.

How does Lenz’s Law slow a falling metal plate through a magnetic field?

As a conductive plate falls, the number of magnetic field lines passing through it changes, which induces electric currents (eddy currents) in the plate. Those currents create their own magnetic field that opposes the change in magnetic flux. If the plate is moving toward a north pole, the induced currents form a north pole beneath it, repelling the plate and reducing its acceleration—so it falls much slower. The induced currents also dissipate energy as heat, which can be visible as warming during the fall.

Why do non-ferromagnetic materials sometimes levitate in strong magnets?

Levitation doesn’t require ferromagnetism. Materials can respond through diamagnetism or paramagnetism. Oxygen shows paramagnetism and is attracted because its internal magnetic response strengthens the overall field. Water is strongly diamagnetic: in a strong external field, water molecules act like opposing magnets and are repelled, creating an observable indent when a magnet approaches. Because living organisms contain lots of water, they can also be levitated in sufficiently strong fields (with examples including frogs, grasshoppers, and even mice in weightlessness-related experiments).

What enables stable levitation with superconductors in the “human levitator” setup?

Below their critical temperature, superconductors have near-zero electrical resistance, so induced currents can persist. When a magnet is brought close, currents form in the superconducting ring that oppose the increase in magnetic flux. Because it’s a superconductor, those currents can generate a repelling magnetic field that expels magnetic flux, allowing the magnet (and a person standing on it) to hover above the superconductors. The setup also relies on engineered defects/filaments that trap magnetic field lines so they don’t move freely, stabilizing the levitation configuration.

Review Questions

  1. What specific engineering constraints limit superconducting magnets, and how does the hybrid superconducting-plus-resistive design overcome them to reach 45 tesla?
  2. Explain how eddy currents arise when a conductor moves through a magnetic field and how Lenz’s Law determines the direction of the induced force.
  3. Compare diamagnetism and ferromagnetism: what kinds of materials respond to strong magnets through each mechanism, and what observable effects follow?

Key Points

  1. 1

    The 45-tesla record field is produced by a hybrid magnet: 11.5 tesla from an outer superconducting outsert plus 33.5 tesla from an inner resistive magnet.

  2. 2

    The strongest field is confined to a narrow region in the bore; outside it, the fringe field still poses hazards, with the 100 gauss line used as a practical danger threshold.

  3. 3

    Ramping to full power takes about 1.5 hours because the system must drive extremely large currents (47,000 amps) into the superconducting and resistive components.

  4. 4

    Moving conductors slow down in strong magnetic fields because changing flux induces eddy currents that oppose the motion via Lenz’s Law, with energy dissipated as heat.

  5. 5

    Ferrofluid demonstrates how nanoscale magnetite particles align with magnetic fields, forming ridges, spikes, and climbing behavior near the magnet.

  6. 6

    Stable levitation can occur through superconducting flux expulsion (with persistent induced currents) and through diamagnetism/paramagnetism in non-ferromagnetic materials like water and liquid oxygen.

  7. 7

    Ultra-strong magnetic fields support material discovery by enabling experiments under extreme conditions and by improving measurements in ultra-clean materials where electron scattering is reduced.

Highlights

The peak 45-tesla field exists only in a tiny central region, but the surrounding fringe field can still accelerate ferromagnetic objects—making the 100 gauss line a serious safety boundary.
A superconducting wire’s field limit near 20 tesla forces a hybrid approach: superconductivity for part of the field, resistive coils for the rest.
Eddy currents don’t just “appear” in a moving conductor—they actively oppose the motion by generating a magnetic field that resists the changing flux (Lenz’s Law).
Superconductors below their critical temperature can support stable levitation because induced currents persist and expel magnetic flux, while engineered defects trap field lines to keep the configuration stable.

Topics

  • Hybrid Magnets
  • Fringe Field Safety
  • Eddy Currents
  • Superconducting Levitation
  • Diamagnetism

Mentioned

  • CMOS
  • MRI
  • LED