ANALYSIS OF MECHANICAL SYSTEMS USING INTERVAL COMPUTATIONS APPLIED TO FINITE ELEMENT METHODS

By O. Dessombz, Fabrice Thouverez, Jean-Pierre Lainé, L. Jezequel. 2001

127 citations recorded by the source corpus.

Subfields: Computational Theory and Mathematics, Control and Systems Engineering, Statistics and Probability

View Paper: https://www.semanticscholar.org/paper/a2a3b8e2feb063a8d8fc95fc0cb03d24db1a4f45

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Computational Theory and Mathematics

1. Hao Zhang
2. Rafi L. Muhanna
3. Robert L. Mullen
4. J. Hurtado
5. Diego A. Alvarez

In Control and Systems Engineering

1. J. Hurtado
2. Hao Zhang
3. Rafi L. Muhanna
4. Robert L. Mullen
5. Diego A. Alvarez

In Statistics and Probability

1. Diego A. Alvarez
2. J. Hurtado
3. Hao Zhang
4. Rafi L. Muhanna
5. Robert L. Mullen
6. Felipe Uribe
7. Marcos A. Valdebenito
8. Gerhart I. Schuëller

Citations in the corpus

• An efficient method for the estimation of structural reliability intervals with random sets, dependence modeling and uncertain inputs (2014, methodology): “These and other considerations have fostered the research on alternative methods for incorporating uncertainty in the structural analysis, such as fuzzy sets and related theories [12–16], antioptimization or convex-set modeling [5,10,17], interval analysis [10,18–27], random sets [28–30], ellipsoid ”
• Interval Monte Carlo methods for structural reliability (2010, methodology): “A variety of solution techniques have been proposed for the interval FEM, including the combinatorial method [19,20], perturbation method [21,22], sensitivity analysis method [23], optimization method [24,25], and interval analysis method [26–28].”