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Solution of the Hall field boundary value problem by Fourier series
Applications of Mathematics, Tome 15 (1970) no. 2, pp. 106-116
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The paper describes a method for obtaining solutions of the Hall field in Fourier series. The method making use of functions of the complex variable is illustrated by the example of the Hall field on a region near to the front of a semi-strip.
The paper describes a method for obtaining solutions of the Hall field in Fourier series. The method making use of functions of the complex variable is illustrated by the example of the Hall field on a region near to the front of a semi-strip. 
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     title = {Solution of the {Hall} field boundary value problem by {Fourier} series},
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Schilder, Jaroslav. Solution of the Hall field boundary value problem by Fourier series. Applications of Mathematics, Tome 15 (1970) no. 2, pp. 106-116. doi: 10.21136/AM.1970.103274

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[3] J. Haeusler: Die Untersuchung von Potential problemen bei tensorieller Leitfähigkeit der Halbleiter und Plasmen im transversalen Magnetfeld. Disertation, Technische Hochschule, Stuttgart, (1967).

[4] A. Betz: Konforme Abbildung. Berlin, Springer Verlag 1948. | MR

[5] Фукс, Шабат: Функции комплексного переменного и некоторые их приложения. Гостекноиздат, Москва, 1949. | Zbl

[6] J. Schilder: Konformné zobrazenie poloroviny na drážkovaný povrch pomocou Fourierových radov. (The Conformal Mapping of a Half-plane into a Slotted Surface by Fourier Series. Elektrotechnický časopis 20, 657 (1969).

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