Acta Mechanica Sinica
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Acta Mechanica Sinica(AMS) Editorial Board Submit an Article
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Share an Excellent Review Paper Published on Advances in Mechanics
Dear Everyone,
I am so glad coming imechanica to meet everyone of you! I am an editor from Chinese Society of Theoretical and Applied Mechanics, our society mainly publish five mechanical journals(three Chinese and two English). I would like to share recently published English articles for whom might be interested in.
Journal Tittle: Advances in Mechanics
Article Tittle: Complex systems and emergence: How theory meets reality
Author: Jianbo Gao(Wright State University)
Concrete Damaged PLasticity - Effect of Kc
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I'm trying to develop yield surface of a material for a particular value of hydrostatic stress(since CDP model uses drucker-prager hypothesis).. In user manual, it is given that, for Kc value of 1, i should get a circle, and for Kc value of 0.667, i should get a shape of inverted triangle in deviatoric plane.. But I have tested for 3 values of Kc, 0.667, 0.9 and 1, for all, i'm getting the same inverted triangle in the deviatoric plane.
*Concrete Damaged Plasticity
22., 0.33, 1.16, 0.667, 0.
Concrete Damaged PLasticity - Effect of Kc
I'm trying to develop yield surface of a material for a particular value of hydrostatic stress(since CDP model uses drucker-prager hypothesis).. In user manual, it is given that, for Kc value of 1, i should get a circle, and for Kc value of 0.667, i should get a shape of inverted triangle in deviatoric plane.. But I have tested for 3 values of Kc, 0.667, 0.9 and 1, for all, i'm getting the same inverted triangle in the deviatoric plane.
*Concrete Damaged Plasticity
22., 0.33, 1.16, 0.667, 0.
A PERIDYNAMICS FORMULATION BASED HIERARCHICAL MULTISCALE MODELING APPROACH BETWEEN CONTINUUM SCALE AND ATOMISTIC SCALE
A PERIDYNAMICS FORMULATION BASED HIERARCHICAL MULTISCALE MODELING APPROACH BETWEEN CONTINUUM SCALE AND ATOMISTIC SCALE
R. Rahman and A. Haque
Abstract:
The role of graphene in enhancing the stiffness of polymeric material: A molecular modeling approach
The role of graphene in enhancing the stiffness of polymeric material: A molecular modeling approach
R. Rahman
Abstract:
using abaqus pore pressure cohesive element to model hydraulic fracture
hello:
I am using pore pressure cohesive elemnt to model hydraulic fracture with abaqus 6.13. Iwant to export the fracutre opening (or fracture aperture) of the injection point. The PFOPEN(pore pressure opening) or U(Displacement), which is the best to choose.
Waiting for your answer, thank you very much!!!!
Modeling programmable deformation of self-folding all-polymer structures with temperature-sensitive hydrogels
Combining
soft active hydrogels with hard passive polymers gives rise to all-polymer
composites. The hydrogel is sensitive to external stimuli while the passive
polymer is inert. Utilizing the different behaviors of two materials subject to
environmental variation, for example temperature, results in self-folding soft
machines. We report our efforts to model the programmable deformation of
self-folding structures with temperature-sensitive hydrogels. The self-folding
structures are realized either by constructing a bilayer structure or by
incorporating hydrogels as hinges. The methodology and the results may aid the
Nonlinear free and forced vibration analysis of a single-walled carbon nanotube using shell model
By :Payam SOLTANI, J SABERIAN, R BAHRAMIAN, A FARSHIDIANFAR
In this Paper, the nonlinear free and force vibration of a single-walled carbon nanotube (SWCNT) with simply supported ends is
investigated based on von Karman’s geometric nonlinearity. The SWCNT described as an individual shell and the Donnell’s
equations of cylindrical shells are used to obtain the governing equations. The Galerkin's procedure is used to discretized partial
Continuum mechanics of the interaction of phase boundaries and dislocations in solids
Amit Acharya Claude Fressengeas
Springer Proceedings in Mathematics and Statistics on Differential Geometry and Continuum Mechanics, Vol. 137, pages 123-165. Ed: G. Q Chen, M. Grinfeld, R.J. Knops (Proceedings of Workshop held at the Intl. Centre for Mathematical Sciences in Edinburgh, 2013.)