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Article
Optimal placement of logarithmic potential charges on an equilateral triangle
MathLAB (2018)
  • James Valles Jr., Prairie View A&M University
Abstract
In this paper the author will discuss the optimal placement of logarithmic potential charges
on domain shaped like an equilateral triangle. In particular, the closed form solution for the
placement of the charges is desired.
Keywords
  • logarithmic potential,
  • symmetry breaking,
  • two dimensional domain
Disciplines
Publication Date
Spring April 30, 2018
Citation Information
James Valles Jr.. "Optimal placement of logarithmic potential charges on an equilateral triangle" MathLAB Vol. 5 Iss. 3 (2018) p. 175 - 179 ISSN: 2582-0389
Available at: http://works.bepress.com/james-valles-jr/6/