Ceramics

All Items

• Finite element analysis of the interface defect in ceramic-metal assemblies: Alumina-Silver

  Bouafia Farida, Lamia Hadid, Boualem Serier, Sardar Sikandar Hayat

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  1-12

• Investigation of Failure Mechanism of Al2O3 Specimens Subjected to Three-Point Bending Test

  Mikhail Olegovich Eremin, Igor Smolin, Alexey Kulkov, Valentina Mikushina

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  38-45

• Steady plastic wave fronts and scale universality of strain localization in metals and ceramics

  Yuriy Bayandin, Dr., Natalia Saveleva, Dr., Oleg Naimark, Prof.

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  243-256

• Size effect on the fracture resistance of rough and frictional cracks

  Andrea Spagnoli, Andrea Carpinteri, Michele Terzano

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  401-407

• The effect of porosity on fragmentation statistics of dynamically loaded ZrO2 ceramics

  Marina Davydova, Sergei Uvarov, Oleg Naimark

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  Pages 106-112

• Regularities of fracture pattern formation in alumina ceramics subjected to dynamic indentation

  E. Tolmacheva (Lyapunova), M. Davydova, V. Chudinov, S. Uvarov, O. Naimark, D. Zaytsev, P. Panfilov

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  Pages 552-561

• Numerical simulations of tests masonry walls from ceramic block using a detailed finite element model

  V. Salajka, J. Klouda

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  Pages 88-99

• Understanding the edge crack phenomenon in ceramic laminates

  O. Ševe?ek,, M. Kotoul, D. Leguillon, E. Martin, R. Bermejo

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• Estimation of stepwise crack propagation in ceramic laminates with strong interfaces

  L. Náhlík, K. Štegnerová, P. Hutar

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• Damage evolution in freeze cast metal/ceramic composites exhibiting lamellar microstructures

  C. Simpson, P.J. Withers, T. Lowe, S. Roy, A. Wanner

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  pages 134-142

• Gradient enriched linear-elastic crack tip stresses to estimate the static strength of cracked engineering ceramics

  Harm Askes, Luca Susmel

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  Pages 87-93

• The numerical simulation of ceramic composites failure at axial compression

  P.V. Makarov, M.O. Eremin

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  Pages 127-137

• Multiscale approach to description of deformation and fracture of brittle media with hierarchical porous structure on the basis of movable cellular automaton method

  Ig. S. Konovalenko, A. Yu. Smolin,, S. G. Psakhie

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  Pages 75-80

• Development of a formalism of movable cellular automaton method for numerical modeling of fracture of heterogeneous elastic-plastic materials

  S. Psakhie, E. Shilko, A. Smolin, S. Astafurov, V. Ovcharenko

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  Pages 26-59