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Method for electric field and potential calculations in Hall plates

Johan Raman (UGent) , Pieter Rombouts (UGent) and Ludo Weyten (UGent)
(2013) ELECTRONICS LETTERS. 49(1). p.33-34
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Abstract
Electrostatic field problems occurring in Hall plates are difficult to solve, mainly because of a non-standard boundary condition defining an oblique angle of the electric field w.r.t. an isolating boundary. A new approach for solving Hall-related field problems is presented. Compared to prior approaches, the technique leads more easily to closed-form expressions for the electric field, and allows obtaining voltage-related Hall characteristics in numerically well conditioned forms.

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Please use this url to cite or link to this publication:

MLA
Raman, Johan, Pieter Rombouts, and Ludo Weyten. “Method for Electric Field and Potential Calculations in Hall Plates.” ELECTRONICS LETTERS 49.1 (2013): 33–34. Print.
APA
Raman, J., Rombouts, P., & Weyten, L. (2013). Method for electric field and potential calculations in Hall plates. ELECTRONICS LETTERS, 49(1), 33–34.
Chicago author-date
Raman, Johan, Pieter Rombouts, and Ludo Weyten. 2013. “Method for Electric Field and Potential Calculations in Hall Plates.” Electronics Letters 49 (1): 33–34.
Chicago author-date (all authors)
Raman, Johan, Pieter Rombouts, and Ludo Weyten. 2013. “Method for Electric Field and Potential Calculations in Hall Plates.” Electronics Letters 49 (1): 33–34.
Vancouver
1.
Raman J, Rombouts P, Weyten L. Method for electric field and potential calculations in Hall plates. ELECTRONICS LETTERS. 2013;49(1):33–4.
IEEE
[1]
J. Raman, P. Rombouts, and L. Weyten, “Method for electric field and potential calculations in Hall plates,” ELECTRONICS LETTERS, vol. 49, no. 1, pp. 33–34, 2013.
@article{3221902,
  abstract     = {Electrostatic field problems occurring in Hall plates are difficult to solve, mainly because of a non-standard boundary condition defining an oblique angle of the electric field w.r.t. an isolating boundary. A new approach for solving Hall-related field problems is presented. Compared to prior approaches, the technique leads more easily to closed-form expressions for the electric field, and allows obtaining voltage-related Hall characteristics in numerically well conditioned forms.},
  author       = {Raman, Johan and Rombouts, Pieter and Weyten, Ludo},
  issn         = {0013-5194},
  journal      = {ELECTRONICS LETTERS},
  language     = {eng},
  number       = {1},
  pages        = {33--34},
  title        = {Method for electric field and potential calculations in Hall plates},
  url          = {http://dx.doi.org/10.1049/el.2012.3366},
  volume       = {49},
  year         = {2013},
}

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