ON UNIQUENESS IN THE LINEAR THEORY OF ELASTIC SHELLS AND PLATES

A recent paper by the authors contains an approximate linear theory for thermoelastic shells (and plates) which is derived from the three-dimensional equations. Under isothermal conditions, the equations of this theory are of an elastic Cosserat surface. The present paper is mainly concerned with a uniqueness theorem for the solution of the initial mixed boundary-value problem characterized by the equations of the above mentioned theory for thermo-elastic shells. (Author)

• Supplemental Notes:
  • Prepared in cooperation with Oxford University, England. Published in Journal de Mecanique, V10 N2, pp251-261, June 71.
• Corporate Authors:

  University of California, Berkeley

  Berkeley, CA  United States  94720
• Authors:
  • Green, A E
  • Naghdi, P M
• Publication Date: 1970-5-19

Media Info

• Pagination: 11 p.

Subject/Index Terms

• TRT Terms: Shells (Structural forms); Structural analysis; Thermoelasticity
• Old TRIS Terms: Elastic shells
• Subject Areas: Marine Transportation; Materials;

Filing Info

• Accession Number: 00032207
• Record Type: Publication
• Source Agency: National Technical Information Service
• Contract Numbers: N00014-69-02001008
• Files: TRIS
• Created Date: Apr 21 1974 12:00AM