Solution of quasi-periodic fracture problems by the representative cell method

From MaRDI portal
Publication:1368073

DOI10.1007/s004660050231zbMath0887.73053OpenAlexW2168468591MaRDI QIDQ1368073

Bernhard Rupp

Publication date: 28 September 1997

Published in: Computational Mechanics (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1007/s004660050231




Related Items (16)

The effect of localized internal defects on the field distributions of electrostrictive compositesMultiscale analysis of non-periodic stress state in composites with periodic microstructureEmploying of the discrete Fourier transform for evaluation of crack-tip field in periodic materialsNucleation of cracks in two-dimensional periodic cellular materialsThree-dimensional continuum analysis for a unidirectional composite with a broken fiberSecond-order two-scale computational method for damped dynamic thermo-mechanical problems of quasi-periodic composite materialsAnalysis of local thermomechanical effects in fiber-reinforced periodic compositesA quasicontinuum theory for the nonlinear mechanical response of general periodic truss latticesThe analysis of localized effects in composites with periodic microstructureAnalysis of randomly damaged triangular beam lattice: elastic field and effective propertiesBio-inspired beam lattice materials with sacrificial bondsThe analysis of periodic composites with randomly damaged constituentsFracture toughness of two-dimensional cellular material with periodic microstructureDynamic stresses created by the sudden appearance of a transverse crack in periodically layered compositesThe temperature field induced by the dynamic stresses of a transverse crack in periodically layered compositesThree dimensional analysis of periodic fiber-reinforced composites with randomly broken and debonded fibers




This page was built for publication: Solution of quasi-periodic fracture problems by the representative cell method