An Elastic Circular Finite Cylinder Under Torsion by a Pair of Annular Rigid Stamps

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概要

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• This paper deals with the so-called Reissner-Sagoci problem of an elastic circular finite solid cylinder or a circular thick plate twisted by a pair of annular rigid stamps. For the problem, a method of approach is developed by applying Green's functions for torsional body force and torsional surface force problems of an elastic thick infinite plate. That is, solutions to the problem of a finite solid cylinder are constructed by Green's functions for problems of an elastic thick infinite plate. Stresses, displacements, torques necessary to twist a stamp and torsional forces on the contact plane under the bottom of a stamp for circular solid cylinders or circular thick plates are shown and compared with the results about the Reissner-Sagoci problems of an elastic half space and an elastic thick infinite plate. A comparision with a simple theory of torsion of a circular cylinder is made.

• 一般社団法人日本機械学会の論文

著者

• Hasegawa Hisao

  Faculty Of Engineering Meiji University

関連論文

• Stress Concentration of an Elastic Strip with Circular Holes Under Tension : Stress Mitigations by Additional Holes : Solid-Mechanics, Strength of Materials
• Tension of a Circular Solid Cylinder with Two Semicircular Grooves : Interference Effects of Stress Concentrations due to Two Notches
• Stress Concentration of a Circular Solid Cylinder with Semicircular Notches Under Tension : (Stress Mitigations by Additional Notches)
• Torsion of a Conical-form Rigid Cylinder Embedded in an Infinite Elastic Thick Plate
• Tension of an Elastic Strip with Two Paris of Semicircular Notches : Interference Effects of Stress Concentrations
• An Elastic Circular Finite Cylinder Under Torsion by a Pair of Annular Rigid Stamps
• On the Strain Function and Complex Stress Function in the Two Dimensional Theory of Elasticity

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