Calculation of the magnetic field strength inside and outside of an infinite cylinder placed in an arbitrary external field-Reference-Cited by-同舟云学术

Calculation of the magnetic field strength inside and outside of an infinite cylinder placed in an arbitrary external field

Published:2024-07-19 Issue:3 Volume: Page:33-46
ISSN:0130-3082
Container-title:Дефектоскопия
language:
Short-container-title:Defektoskopiâ

Author:

Dyakin V. V.¹,Kudryaschova O. V.¹,Raevskii V. Y.¹

Affiliation:

1. M.N. Mikheev Institute of Metal Physics of the Ural Branch of the Russian Academy of Sciences

Abstract

In the model of the infinite cylinder the formulas and the corresponding algorithm for finding the magnetic field strength inside and outside the homogeneous cylinder placed in the external magnetic field of arbitrary configuration are deduced. Testing the results of calculations on these formulas for their correspondence with known physical laws, as well as on their coincidence with well-known analytical answers in the limiting private cases of the forms of magnetics were carried out. A computer program in Fortran language has been compiled and debugged to implement calculations using the proposed algorithm.

Publisher

The Russian Academy of Sciences

Reference13 articles.

1. Dyakin V.V., Kudryashova O.V., Raevskij V.Ya. On the Use of Multipurpose Software Packages for Solving Problems of Magnetostatics // Defektoskopiya. 2018. No.11. P. 23—34.

2. Dyakin V.V., Kudryashova O.V., Raevskij V.Ya. One Approach to the Numerical Solution of the Basic Equation of Magnetostatics for a Finite Cylinder in an Arbitrary External Field // Defektoskopiya. 2021. No. 4. P. 22—34.

3. Dyakin V.V., Kudryashova O.V., Raevskij V.Ya. Calculating the Strength of Magnetic Field from a Homogeneous Cylinder of Finite Dimensions Placed in an Arbitrary External Field // Defektoskopiya. 2022. No. 4. P. 63—74.

4. Dyakin V.V., Kudryashova O.V., Raevskij V.Ya. Calculating the Strength of Magnetic Field from a Homogeneous Cylinder of Finite Dimensions Placed in an Arbitrary External Field // Defektoskopiya. 2023. No. 5. P. 32—44.

5. Hizhnyak N.A. Integral Equations of Macroscopic Electrodynamics. Kiev: Naukova Dumka, 1986. 280 p.

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1. Some cases of explicit expression of the resulting field strength of magnets placed in the field of external sources;Дефектоскопия;2024-08-23