Günther Meschke - Selected Publications#

R. Grytz, G. Meschke, J.B. Jonas, and J.C. Downs. Glaucoma and Structure-Based Mechanics of the Lamina Cribrosa at Multiple Scales, Chapter in "Structure-Based Mechanics of Tissues and Organs", pages 93-122. Springer US, Boston, 2016.

J. J. Timothy and G. Meschke. A cascade continuum micromechanics model for the elastic properties of porous materials. International Journal of Solids and Structures, 83, 1-12, 2016. (h-index 117)

Y. Zhan and G. Meschke. Multilevel computational model for failure analysis of steel-fiber-reinforced concrete structures. Journal of Engineering Mechanics (ASCE), 142 (11), 1-14, 2016. (h-index 89)

J.J. Timothy, G. Meschke. Cascade Lattice Micromechanics Model for the Effective Permeability of Materials with Microcracks, Journal of Nanomechanics and Micromechanics, 6 (4), 2016. (Selected as Top Library Reads of ASCE in 02.2017)

T.Q. Thai, T. Rabczuk, Y. Bazilevs, and G. Meschke. A higher-order stress-based gradient-enhanced damage model based on isogeometric analysis. Computer Methods in Applied Mechanics and Engineering, 304, 584–6042016. (top ranked journal in Computational Mechanics, h-index 139)

F. Cazes, G. Meschke, and M.M. Zhou. Strong discontinuity approaches: An algorithm for robust performance and comparative assessment of accuracy. International Journal for Solids and Structures, 96:355-379, 2016. (h-index 117)

G. Meschke, D. Leonhart. A Generalized Finite Element Method for hydro-mechanically coupled analysis of hydraulic fracturing problems using space-time variant enrichment functions, Computer Methods in Applied Mechanics and Engineering, 290, 438-465, 2015. (top ranked journal in Computational Mechanics, h-index 139)

M.M. Zhou, G. Meschke. Strength homogenization of matrix-inclusion composites using the linear comparison composite approach, International Journal of Solids and Structures, 51, 259-273, 2014. (h-index 117)

T.S. Dang, G. Meschke. An ALE–PFEM method for the numerical simulation of two-phase mixture flow. Computer Methods in Applied Mechanics and Engineering, 278, 599-620, 2014. (top ranked journal in Computational Mechanics, h-index 139)

F. Cazes and G Meschke. An edge-based imbricate finite element method (EI-FEM) with full and reduced integration. Computers and Structures, 106-107:154- 175, 2012. (h-index 90)

Publication of nearly 120 refereed journal articles
H-factors: 27 (Google scholar), 22 (Scopus)
No. of citations: 3231 (Google scholar), 1689 (Scopus)