Interval Finite Element Computation Based on INTLAB for Statical Analysis of Truss Structures with Large Uncertainties


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Nondeterministic Linear Static Finite Element Analysis: An Interval Approach A Thesis Presented to The Academic Faculty By Hao Zhang School of Civil and Environmental Engineering Georgia Institute of Technology December 2005



Advanced Materials Research (Volumes 243-249)

Edited by:

Chaohe Chen, Yong Huang and Guangfan Li





Online since:

May 2011




[1] S. Ferson, and L. R. Ginzburg: Reliab Engng Syst Saf, Vol. 54 (1996), pp.133-144.

[2] L. A. Zadeh: Information and Control, Vol. 8 (1965), pp.338-353.

[3] R. E. Moore: Methods and applications of interval analysis, SIAM, (1979).

[4] Ben-Haim, Y. and F. Elishakoff: Convex models of uncertainty in applied mechanics. Amsterdam: Elsevier Science (1990).

[5] A. Neumaier: Interval methods for systems of equations, Cambridge University Press (1990).

[6] R. L. Muhanna, R. L. Mullen: J Engrg Mech, Vol. 127(6) (2001), pp.557-566.

[7] R. L. Muhanna, R. L. Mullen, and H. Zhang: J Reliable Comput, Vol. 13(2) ( 2007), pp.173-194.

[8] K. Bathe: Finite element procedures, Prentice-Hall, Upper Saddle River, N.J. (1996).

[9] S. M. Rump, in: A new approach to scientific computation, edtied by U. Kulisch and W. Miranker, Academic, New York. (1983).

[10] S. M. Rump: Computing, Vol. 47 (1992), pp.337-353.

[11] S. M. Rump: Linear Algebr. Appl., Vol. 324 (2001), pp.3-13.

[12] S. M. Rump, in: Developments in Reliable Computing, edited by Tibor Csendes, Kluwer Academic Publishers(1999), pp.77-104.

[13] G. I. Hargreaves: Interval Analysis in Matlab (2002).

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