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Fix issue 761 (#764)
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* updated citation in documentation

* updated citation in field_BH_cuboid
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feldnerd committed Apr 21, 2024
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4 changes: 2 additions & 2 deletions docs/_pages/docu/docu_physics.md
Expand Up @@ -23,7 +23,7 @@ The expressions used in Magpylib describe perfectly homogeneous magnets, surface

Magnetic field computations in Magpylib are based on known analytical solutions (closed form expressions) to permanent magnet and current problems. The Magpylib implementations are based on the following literature references:

- Field of cuboid magnets: \[Yang1999, Engel-Herbert2005, Camacho2013, Cichon2019\]
- Field of cuboid magnets: \[Yang1990, Engel-Herbert2005, Camacho2013, Cichon2019\]
- Field of cylindrical magnets: \[Furlani1994, Derby2009, Caciagli2018, Slanovc2021\]
- Field of triangular surfaces: \[Guptasarma1999, Janssen2009, Rubeck2013\]
- Field of the current loop: \[Ortner2022\]
Expand Down Expand Up @@ -105,7 +105,7 @@ Many expressions provided in the literature have very questionable numerical sta

**References**

- \[Yang1999\] Z. J. Yang et al., "Potential and force between a magnet and a bulk Y1Ba2Cu3O7-d superconductor studied by a mechanical pendulum", Superconductor Science and Technology 3(12):591, 1999
- \[Yang1990\] Z. J. Yang et al., "Potential and force between a magnet and a bulk Y1Ba2Cu3O7-d superconductor studied by a mechanical pendulum", Superconductor Science and Technology 3(12):591, 1990
- \[Engel-Herbert2005\] R. Engel-Herbert et al., Journal of Applied Physics 97(7):074504 - 074504-4 (2005)
- \[Camacho2013\] J.M. Camacho and V. Sosa, "Alternative method to calculate the magnetic field of permanent magnets with azimuthal symmetry", Revista Mexicana de Fisica E 59 8–17, 2013
- \[Cichon2019\] D. Cichon, R. Psiuk and H. Brauer, "A Hall-Sensor-Based Localization Method With Six Degrees of Freedom Using Unscented Kalman Filter", IEEE Sensors Journal, Vol. 19, No. 7, April 1, 2019.
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2 changes: 1 addition & 1 deletion magpylib/_src/fields/field_BH_cuboid.py
Expand Up @@ -44,7 +44,7 @@ def magnet_cuboid_Bfield(
Field computations via magnetic surface charge density. Published
several times with similar expressions:
Yang: Superconductor Science and Technology 3(12):591 (1999)
Yang: Superconductor Science and Technology 3(12):591 (1990)
Engel-Herbert: Journal of Applied Physics 97(7):074504 - 074504-4 (2005)
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