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March 5, 2026Дефектоскопия / Russian Journal of Nondestructive Testing0 citations

Direct Problem of Magnetostatics for a Uniformly Magnetized Cylinder

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VDV.V. Dyakin

Key Points

  • This research aims to derive formulas for calculating reaction fields in uniformly magnetized cylinders.
  • Formulated equations for reaction fields inside and outside the cylinder.
  • Developed a Fortran program to implement the derived methodology.
  • Discussed applications of the method to geometric inverse problems in magnetostatics.
  • Formulas comply with known physical laws and existing formulas.
  • Results validate the approach for different configurations and limiting cases.

Abstract

Formulas for calculating the strength of the reaction field inside and outside a uniformly magnetized magnet in the form of a cylinder of finite dimensions are obtained. A Fortran program has been written that implements the methodology proposed on the basis of these formulas. The possibilities of applying this method to solve the geometric inverse problem of magnetostatics for magnetics or for through and internal cavities of the corresponding shape were discussed. The obtained formulas were tested for their compliance with physical laws, as well as with known formulas for both specific cases of the considered configuration and the limiting cases of the studied geometric shape of the magnet.

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Cite This Study

V.V. Dyakin (2025) studied this question.

synapsesocial.com/papers/69a91dd2d6127c7a504c10ebhttps://doi.org/10.7868/s3034498025120021
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