Further studies of general sheus by hybrid strain based triangular elements

Proceedings of the ASME Design Engineering Technical Conference

Volumn 6, Issue , 1996, Pages

  Liu, Meilan L ^a   To, Cho W S ^b  

^a LAKEHEAD UNIVERSITY   (Canada)

^b UNIVERSITY OF WESTERN ONTARIO   (Canada)

Author keywords

[No Author keywords available]

Indexed keywords

COMPUTER GRAPHICS; MEMBRANES; MESH GENERATION; SHELLS (STRUCTURES); TOPOLOGY;

ASSUMED STRAIN FIELD; ECONOMICAL ANALYSIS; FINITE ELEMENT SOLUTION; LINEAR DISTRIBUTION; STRAIN FORMULATION; THEORETICAL DEVELOPMENT; TRIANGULAR ELEMENTS; TRIANGULAR SHELL ELEMENTS;

STRAIN;

EID: 33749102105     PISSN: None     EISSN: None     Source Type: Conference Proceeding    
DOI: 10.1115/96-DETC/CIE-1620     Document Type: Conference Paper

References (18)

1. Allman, D.J., 1991, "Analysis of General Shells by Flat Facet Finite Element Approximation", A IAA Journal, 95, pp.194-203.
2. Allman, D.J., 1994, "A Basic Flat Facet Finite Element for the Analysis of General Shells", Int. J. for Numerical Methods in Engineering, 37, pp. 19-35.
3. Belytschko, T., Stolarski, H., Liu, W.K., Carpenter, N. and Ong, J.S.J., 1985, "Stress Projection for the Cure of Membrane and Shear Locking in Shell Finite Elements", Comp. Methods Appl. Mech. Eng., 51, pp.221-258.
4. Carpenter, N., Stolarski, H. and Belytschko, T., 1985, "A Flat Triangular Shell Element with Improved Membrane Interpolation", Comm. Appl. Numer. Methods, 1,pp.161-168.
5. Carpenter, N., Stolarski, N. and Belytschko, T., 1986, "Improvements in 3-node Triangular Shell Elements", Int. J. Numer. Methods Eng., 23, pp.1643-1667.
6. Cook, R.D., 1993, 'Further Development of a Threenode Triangular Shell Element", Int. J. for Num erical Methods in Engineering, 36, pp. 1413-1425.
7. Idelsohn, S., 1981, "On the Use of Deep, Shallow or Flat Shell Finite Elements for the Analysis of Thin Shell Structures", Computer Methods in Applied Mechanics and Engineering, 26, pp.321-330.
8. Liu, ML. and To, C.W.S., 1995a, "Vibration of Structures by Hybrid Strain Based Three-node Flat Triangular Shall Elements", Journal of Sound and Vibration, 184(5), pp.801-821.
9. Liu, ML. and To, C.W.S., 1995b, "Hybrid Strain Based Three-node Flat Triangular Shell Elements - I: Nonlinear Theory and Incremental Formulation", Computers and Structures, 54(6), pp.1031-1056.
10. MacNeal, R.H. and Harder, RL., 1985, "A Proposed Standard Set of Problems to Test Finite Element Accuracy", Finite Elements in A nalysis and Design, 1, pp.3-20.
11. Morley, L.S .D. and Morris, A.J., 1978, "Conflict between Finite Elements and Shell Theory", Finite Element Method in the Commercial Environment (Edited by Robinson, J.), Vol. 2, pp. 532-56, Robinson and Associates, Dorset, U.K.
12. Morley, L.S.D., 1984, "A Facet-like Shell Theory", lnt. J. Engineering Science, 22 (No. 11/12), pp. 1315-1327.
13. Saleeb, A.F., Chang, T.Y. and Yingyuengyong, S., 1988, "A Mixed Formulation of Co-linear Triangular Plate/Shell Element, The Role of Edge Shear Constraints", Int. J. Numer. Methods Eng., 26, pp.1101-1128.
14. Saleeb, A.F., Chang, T.Y. and Graf, W., 1987, "A Quadrilateral Shell Element Using a Mixed Formulation", Computers and Structures, 26, pp.787-803.
15. Stolarski, H., Belytschko, T., Carpenter N. and Kennedy, J.M., 1984, 'A Simple Triangular Curved Shell Element", Engineering Computations, 1,pp.210-218.
16. To, C.W.S. and Liu, ML., 1994, 'Hybrid Strain Based Three-node Flat Triangular Shell Elements", Finite Elements in Analysis and Design, 17, pp.169-203.
17. To, C.W.S. and Liu, ML., 1995, "Hybrid Strain Based Three-node Flat Triangular Shell Elements - II: Numerical Investigation of Nonlinear Problemsn, Computers and Structures, 54(6), pp.1057-1076.
18. Zienkiewicz, O. C., 1977, The Finite Element Method, 3rd Edn., McGraw-Hill, New York.