SQUID: What and How Does It Measure?

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SUMMARY

SQUID, or Superconducting Quantum Interference Device, measures magnetic flux through a loop, specifically the line integral of the vector potential around the loop. It is crucial to note that SQUIDs measure magnetic induction rather than magnetization. In many applications, SQUIDs function as gradiometers, measuring the gradient of the magnetic field, which is essential for studies in materials and bio-applications. For accurate readings, the magnetic field must have a component aligned with the gradiometer's axis.

PREREQUISITES
  • Understanding of magnetic flux and its relation to magnetic fields.
  • Familiarity with the principles of superconductivity and quantum interference.
  • Knowledge of gradiometer functionality and applications in measurement.
  • Basic concepts of vector magnetometry and its significance in experimental physics.
NEXT STEPS
  • Research the operational principles of Superconducting Quantum Interference Devices (SQUIDs).
  • Learn about the applications of SQUIDs as gradiometers in material science.
  • Explore the differences between magnetization and magnetic induction in physics.
  • Study the design and functionality of vector magnetometers and their measurement capabilities.
USEFUL FOR

Physicists, materials scientists, and engineers involved in magnetic measurements and applications, particularly those utilizing SQUID technology for research and development.

Anthus
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What exactly does SQUID measure?

Hi,

I am not sure, if Superconducting Quantum Interference Device measures total magnetization of sample, or only the component of magnetization that is parallel to axis perpendicular to Josephson junction?
http://www.nature.com/nature/journal/v492/n7429/fig_tab/492358a_F1.html
 
Last edited:
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Technically, a SQUID responds to the line integral of the vector potential around the loop. In practice, that is related to the amount of magnetic flux \Phi=\int{\mathbf B \cdot d\mathbf S} through the loop, which is basically normal to the junction as you say. It is magnetic induction, not magnetization, that matters however. Whether that flux arises from the field of an electric current or from the magnetization of a solid is irrelevant.
 
Marcusl is 100% correct

However, since you referring to "magnetisation of samples" I suspect you might have come across a SQUID used as a magnetometer in some measurement application. In many (I'd say most) such applications the SQUID loop is arranged in such a way that the SQUID measures the gradient of the field (and in some cases even higher order derivatives).

This is -not surprisingly- known as a gradiometer, and is what would typically be used for studies of materials, bio-applications etc.
 
Thank you for your anwers!
Magnetometer I will use has three detection coils that work as second-derivative gradiometer.
However, what about situation:
https://docs.google.com/file/d/0BzvjZoZeQg3nT1NSeEpENjk2STQ/edit?usp=sharing
when the sample is magnetized only perpendicular to coil axis? It seems that there is no magnetic flux through any coil in this case. Do coils (SQUID) detect signal?
I suppose they don't. Wikipedia also says, that SQUID is a "vector magnometer"
http://en.wikipedia.org/wiki/Magnetometer#Vector_magnetometers, so it measures only component of magnetic field - that parallel to coil axis.
 
Last edited:
Correct, you need some component of field that is along your gradiometer's axis to get a reading.
 
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