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Article
Combinatorics and flexure
Zeitschrift fur angewandte Mathematik und Physik ZAMP (1985)
  • D. C. Rung, Pennsylvania State University
  • Samih Obaid, Pennsylvania State University
Abstract
Combinatorial identities, trigonometric formulas, together with complex variable techniques are used to derive exact and closed expressions for the six flexure functions of certain isotropic cylinders under flexure. The cross sections are bounded either by the closed curvesr=a cosn (θ/n) (−π<θ≦) or the closed curvesr=a∣sin(θ/n)∣n(−π<θ≦), wheren isa positive integer (n>1).
Keywords
  • Combinations,
  • trigonometric,
  • mathematics,
  • cross sections,
  • math
Disciplines
Publication Date
1985
Publisher Statement
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Citation Information
D. C. Rung and Samih Obaid. "Combinatorics and flexure" Zeitschrift fur angewandte Mathematik und Physik ZAMP Vol. 36 Iss. 3 (1985)
Available at: http://works.bepress.com/samih_obaid/9/