[HTML][HTML] Linear pantographic sheets: existence and uniqueness of weak solutions

VA Eremeyev, F Dell'Isola, C Boutin, D Steigmann - Journal of Elasticity, 2018 - Springer
The well-posedness of the boundary value problems for second gradient elasticity has been
studied under the assumption of strong ellipticity of the dependence on the second …

Linear Pantographic Sheets: Existence and Uniqueness of Weak Solutions

VA Eremeyev, F Dell'Isola, C Boutin… - JOURNAL OF …, 2017 - ricerca.univaq.it
The well-posedness of the boundary value problems for second gradient elasticity has been
studied under the assumption of strong ellipticity of the dependence on the second …

Linear Pantographic Sheets: Existence and Uniqueness of Weak Solutions

VA Eremeyev, C Boutin, D Steigmann - Journal of Elasticity, 2018 - elibrary.ru
The well-posedness of the boundary value problems for second gradient elasticity has been
studied under the assumption of strong ellipticity of the dependence on the second …

Linear Pantographic Sheets: Existence and Uniqueness of Weak Solutions

V Eremeev, F dell'Isola, C Boutin… - JOURNAL OF …, 2018 - mostwiedzy.pl
we address the well-posedness of the planar linearized equilibrium problem for
homogenized pantographic lattices. To do so:(i) we introduce a class of subsets of …

Linear Pantographic Sheets: Existence and Uniqueness of Weak Solutions

VA Eremeyev, F Dell'Isola, C Boutin… - JOURNAL OF …, 2018 - iris.uniroma1.it
The well-posedness of the boundary value problems for second gradient elasticity has been
studied under the assumption of strong ellipticity of the dependence on the second …

Linear Pantographic Sheets: Existence and Uniqueness of Weak Solutions

VA Eremeyev, F Dell'Isola, C Boutin… - Journal of …, 2017 - hal-emse.ccsd.cnrs.fr
The well-posedness of the boundary value problems for second gradient elasticity has been
studied under the assumption of strong ellipticity of the dependence on the second …

Linear Pantographic Sheets: Existence and Uniqueness of Weak Solutions

VA Eremeyev, F Dell'Isola, C Boutin… - JOURNAL OF …, 2018 - iris.unica.it
The well-posedness of the boundary value problems for second gradient elasticity has been
studied under the assumption of strong ellipticity of the dependence on the second …

Linear Pantographic Sheets: Existence and Uniqueness of Weak Solutions

VA Eremeyev, F Dell'Isola, C Boutin, D Steigmann - Journal of Elasticity, 2017 - hal.science
The well-posedness of the boundary value problems for second gradient elasticity has been
studied under the assumption of strong ellipticity of the dependence on the second …

Linear Pantographic Sheets: Existence and Uniqueness of Weak Solutions

VA Eremeyev, F Dell'Isola, C Boutin… - Journal of …, 2017 - inria.hal.science
The well-posedness of the boundary value problems for second gradient elasticity has been
studied under the assumption of strong ellipticity of the dependence on the second …

[PDF][PDF] Linear Pantographic Sheets: Existence and Uniqueness of Weak Solutions

VA Eremeyev, F dell'Isola, C Boutin, D Steigmann - J Elast, 2018 - core.ac.uk
The well-posedness of the boundary value problems for second gradient elasticity has been
studied under the assumption of strong ellipticity of the dependence on the second …