Boundary element hyper‐singular formulation for elastoplastic contact problems

By M. H. Aliabadi, D. Martin. 2000

64 citations recorded by the source corpus.

How researchers see this paper

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

An improved exponential transformation for nearly singular boundary element integrals in elasticity problems (2014, background): “…of engineering problems, such as problems on thin shell-like structures (Krishnasamy et al., 1994; Liu, 1998), the crack problems (Dirgantara and Aliabadi, 2000; Sladek et al., 1993a,b), the contact problems (Aliabadi and Martin, 2000), as well as the sensitivity problems (Zhang et al., 1999).”
A sinh transformation for evaluating nearly singular boundary element integrals (2005, background): “problems [17], displacement around open crack tips [18], contact problems [19] and the study of thin bodies [20].”
A sinh transformation for evaluating two‐dimensional nearly singular boundary element integrals (2007, background): “However, smaller values of b are of interest in many engineering applications of the boundary element method, such as those where potential or flux must be calculated near the boundary, the study of thin structures [5], sensitivity problems [6], contact problems [7] and displacement around open crac”