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ANALYSIS OF SHEAR STRESS DISTRIBUTION IN HONEYCOMB AIRCRAFT WING STRUCTURE SUBJECTED TO (S.T.) TORQUE 被引量:4

ANALYSIS OF SHEAR STRESS DISTRIBUTION IN HONEYCOMB AIRCRAFT WING STRUCTURE SUBJECTED TO (S.T.) TORQUE
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摘要 Using the method of elasticity, an analytical approach is developed to analyze the shear stress in a honeycomb wing structure with a large aspect ratio under the condition of free torsion. The formulas of shear stress, warping and angle of twist are derived. These formulas are both useful and convenient from the point of view in the structure design. Using the method of elasticity, an analytical approach is developed to analyze the shear stress in a honeycomb wing structure with a large aspect ratio under the condition of free torsion. The formulas of shear stress, warping and angle of twist are derived. These formulas are both useful and convenient from the point of view in the structure design.
出处 《Chinese Journal of Aeronautics》 SCIE EI CAS CSCD 1997年第3期23-28,共6页 中国航空学报(英文版)
关键词 honeycomb structures WINGS shear stress free torsion analytical method honeycomb structures, wings, shear stress, free torsion, analytical method
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同被引文献8

  • 1Gerard G . Minimum weight analysis of compression structure[M]. New York: New York University Press, 1956.
  • 2Murray N W . Introduction to the theory of thin-walled structures[M]. UK: Oxford University Press. 1984.
  • 3Vlasov V Z . Thin-walled elastic beam [Z]. (2nd edition. ) Israel Prog for Scientific Translation. Jersalem, 1961.
  • 4Chien W Z, von Karrnan T. Torsion with variable twist[A].Colleeted Works of von Karrnan [ C]. London: Butterworths Scientific Publication, 1956, IV: 255- 210.
  • 5Gerard G. Minimum weight analysis of compression structure[M]. New York: New York University Press, 1956.
  • 6Murray N W. Introduction to the theory of thin-walled structures[M]. UK: Oxford University Press, 1984.
  • 7Vlasov V Z. Thin-walled elastic beam[Z].2nd edition. Jerasalem: Israel Prog for Scientific Translation, 1961.
  • 8Chien W Z, von Karman T. Torsion with variable twist[A]. Collected Works of Theodore von Karman[C]. London: Butterworth Scientific Publication, 1956. IV: 255-270.

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