Skip to main content

Demagnetizing via B-H curve; data storage material

Short answer

To demagnetize, apply an AC field of decreasing amplitude: the material cycles through shrinking hysteresis loops that spiral to the origin, leaving B=0. For digital storage, a hard magnetic material with a square hysteresis loop (e.g., γ-Fe₂O₃) is chosen; its high remanence and two stable states (+Br, -Br) represent 1 and 0, and sufficient coercivity prevents data loss.

How can you demagnetize a magnetic material? Explain with the help of its B-H curve. What type of magnetic material would you chose for electronic storage of digital data? Justify.

Demagnetizing a magnetic material using the B–H curve

After a ferromagnetic material has been magnetized to saturation and the field removed, it keeps a remanent flux density BrB_r (point b). It can be demagnetized in these ways:

(a) By a reverse field equal to the coercive force: applying H=−HcH = -H_c takes the material from BrB_r to B=0B = 0 (point c). This is not stable; small disturbances leave some residual magnetism.

(b) By an alternating field of decreasing amplitude (AC demagnetization): the material is taken round a series of hysteresis loops, each smaller than the last. As the amplitude falls to zero, the loops shrink and spiral into the origin, where B=0B = 0 and H=0H = 0. The domains end up randomly oriented, so this method gives true demagnetization.

               B
               ^  a (sat.)
          b Br |   ___
             __|__/  /
            /  | __ /
           / /_|/ //
   -------c-/--o--/-------> H
         -Hc|  |/ / +Hc
           /___|_/
               |   loops shrink to o

(c) By heating above the Curie temperature and cooling without a field: thermal agitation destroys alignment and domains re-form randomly.

Material for electronic storage of digital data

A hard (semi-hard) magnetic material with a square (rectangular) hysteresis loop is chosen, e.g. γ-Fe₂O₃, CrO₂, barium ferrite, or Co-Cr/Co-Pt alloy thin films in hard disks.

Justification

  • Two stable states: a square loop has high remanence +Br+B_r and −Br-B_r at H=0H = 0, which represent binary 1 and 0.
  • High remanence: gives a strong readable signal.
  • Sufficient coercivity: stray fields and neighbouring bits cannot erase stored data, so storage is non-volatile; yet coercivity is not so high that the write head cannot switch it.
  • Sharp switching: a field just above HcH_c flips the bit quickly and cleanly.
  • Fine particles/grains: allow high storage density.

The read/write heads themselves use soft materials (permalloy, ferrite) so they follow the signal without retaining it.

✓ Answer checked by Claude Opus 5.5 (high effort)

All Electrical Engineering Material chapter 4 questions →