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What Is Superconductivity? Zero Resistance and the Meissner Effect Explained

Superconductivity combines zero electrical resistance with magnetic-field expulsion below a material’s critical temperature. Learn its limits, mechanism, and practical uses.
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Superconductivity is a state some materials enter below a particular temperature: their direct-current electrical resistance becomes zero, and they expel sufficiently weak magnetic fields from their interior. Those two properties make superconductors useful for powerful magnets and sensitive sensors—but only while temperature, magnetic field, and current stay within the material’s limits.

What is superconductivity?

Below its material-specific critical temperature, written Tc, a superconductor enters a state in which its DC electrical resistance falls to zero. A current can then circulate without the resistive energy loss that heats an ordinary conductor. CERN summarizes the transition this way: “Below a certain temperature, materials enter a superconducting state and offer no resistance to the passage of electrical current.”

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Cooling an ordinary metal generally reduces its resistance, but does not make it superconducting. A superconductor undergoes a transition to zero resistance below Tc. It also displays a separate magnetic property—the Meissner effect—so zero resistance alone is not the complete definition.

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What is the Meissner effect?

The Meissner effect is the expulsion of sufficiently weak external magnetic fields from a material as it becomes superconducting. The field is kept at the surface rather than penetrating the interior. This magnetic response helps explain why superconductors can repel or interact strongly with magnets; it is not simply another description of good electrical conduction. Walther Meissner and Robert Ochsenfeld observed the effect in 1933, according to CERN.

Field expulsion has limits. CERN distinguishes two broad types of superconductors:

  • Type I: superconductivity ends abruptly when the applied magnetic field exceeds a threshold.
  • Type II: magnetic field can penetrate locally in a mixed state while superconducting regions remain. This behavior allows these materials to operate in stronger fields and is useful for superconducting magnets.

Therefore, it is not accurate to say that every superconductor excludes every magnetic field under all conditions.

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Superconductivity: A Very Short Introduction
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Why do superconductors need to be cooled?

Each material has a critical temperature; it is superconducting only below that threshold. In 1911, researchers observed mercury’s resistance falling to zero below 4.2 K (about −269 °C), a landmark described by CERN. Other materials have different critical temperatures, but the term “high-temperature superconductor” does not mean room-temperature operation: CERN cites a range around 80 K (about −193 °C) and above for materials that conventional BCS theory does not explain.

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Cooling enables the superconducting state, but it does not by itself guarantee safe operation. A material can leave that state if its temperature rises too high, the magnetic field becomes too strong, or the current exceeds its critical value. In equipment, these limits interact: the usable current depends on operating conditions, including temperature and field. NIST also identifies strain as a relevant factor in critical-current measurement.

How can a superconductor have zero resistance?

For conventional superconductors, the Bardeen–Cooper–Schrieffer (BCS) theory provides a useful explanation. Lattice vibrations, also called phonons, help bind electrons into pairs called Cooper pairs. The paired electrons behave collectively in the superconducting state, allowing current to flow without the resistive scattering associated with ordinary conduction. The US Department of Energy’s Office of Science and CERN describe this pairing picture.

This is a model for conventional superconductors, not a universal explanation. CERN notes that BCS theory does not explain high-temperature superconductors around 80 K (−193 °C) and above; other coupling mechanisms are needed. The microscopic explanation depends on the material.

What are superconductors used for?

Powerful magnets for MRI and accelerators

Superconducting magnets are a well-established application. The US Department of Energy says they were used in the 1970s to generate the high magnetic fields needed for MRI development. They also guide electron beams in synchrotrons and particle accelerators; CERN describes Type-II superconducting magnets in accelerator use. Their ability to carry large currents without resistive losses helps make strong magnetic fields practical, although the magnets must be kept within their operating limits.

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Magnetic sensing with SQUIDs

Superconducting quantum interference devices (SQUIDs) are extremely sensitive magnetic sensors. NIST’s “Sensors for a Magnetic World” page reports that only a few hundred medical and research facilities worldwide house SQUID-powered magnetoencephalography (MEG) units. It also says today’s best devices can detect fields weaker than one-billionth of the magnetic field of a typical refrigerator magnet. These are NIST’s descriptions, not a comprehensive current census of facilities or a claim that every SQUID has the same sensitivity.

Other areas of application and development

NIST lists fault-current limiters, energy storage, motors, generators, transformers, transmission lines, accelerator cavities, and superconducting bearings among areas where critical-current measurement matters. The list spans applications and development; it does not mean every technology is equally widespread in commercial use.

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What determines whether a superconductor is suitable?

A material’s critical temperature is only one part of the choice. Engineers must consider the operating temperature, magnetic field, and current together, as well as material-specific behavior. For example, a Type-II material’s ability to remain superconducting in a mixed magnetic state can suit a high-field magnet, while a material’s critical current under actual operating conditions determines how much current it can carry. NIST’s critical-current metrology work also treats strain as a measurement factor.

There is no universal “best” superconductor: suitability depends on the device’s required field, current, temperature, and material form. The cited sources establish application areas but do not provide a comparable global market-size figure for superconductivity.

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How was superconductivity discovered?

CERN recounts that in 1911 researchers found mercury’s resistance went to zero below 4.2 K. In 1933, Meissner and Ochsenfeld identified magnetic-field expulsion, showing that superconductivity involved more than exceptionally good electrical conduction. These findings established the two central properties used to describe the state today.

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