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1-6 of 6 results for non-coercive boundary problem

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Restricted accessResearch articleFirst published November, 2024

Non-coercive problems for elastic plates with thin junction

Alexander M Khludnev

Mathematics and Mechanics of Solids

Restricted accessResearch articleFirst published October, 2023

Elastic body with thin nonhomogeneous inclusion in non-coercive case

Alexander M Khludnev, Alexander A Rodionov

Mathematics and Mechanics of Solids

Restricted accessResearch articleFirst published 2025

On rigid inclusions and cavities in a layered composite containing cracks

Alexander M Khludnev

Mathematics and Mechanics of Solids

Restricted accessResearch articleFirst published September, 1994

Variational algorithms for the Helmholtz equation using time evolution and artificial boundaries

Claude Bardos, Jeffrey Rauch

Asymptotic Analysis

Restricted accessResearch articleFirst published November, 2015

Modelling of non-linear switching effects in piezoceramics: a three-dimensional polygonal finite-element-based approach applied to oligo-crystals

Jayabal Kaliappan, Andreas Menzel

Journal of Intelligent Material Systems and Structures

Restricted accessResearch articleFirst published May 3, 2016

On unbounded optimal controls in coefficients for ill-posed elliptic Dirichlet boundary value problems

Thierry Horsin, Peter I. Kogut

Asymptotic Analysis

Search results

Articles (6)

Journals (0)

1-6 of 6 results for non-coercive boundary problem

Sort by:

Relevance

Select all

Sort by:

Relevance

Restricted accessResearch articleFirst published November, 2024

Non-coercive problems for elastic plates with thin junction

Alexander M Khludnev

Mathematics and Mechanics of Solids

Restricted accessResearch articleFirst published October, 2023

Elastic body with thin nonhomogeneous inclusion in non-coercive case

Alexander M Khludnev, Alexander A Rodionov

Mathematics and Mechanics of Solids

Restricted accessResearch articleFirst published 2025

On rigid inclusions and cavities in a layered composite containing cracks

Alexander M Khludnev

Mathematics and Mechanics of Solids

Restricted accessResearch articleFirst published September, 1994

Variational algorithms for the Helmholtz equation using time evolution and artificial boundaries

Claude Bardos, Jeffrey Rauch

Asymptotic Analysis

Restricted accessResearch articleFirst published November, 2015

Modelling of non-linear switching effects in piezoceramics: a three-dimensional polygonal finite-element-based approach applied to oligo-crystals

Jayabal Kaliappan, Andreas Menzel

Journal of Intelligent Material Systems and Structures

Restricted accessResearch articleFirst published May 3, 2016

On unbounded optimal controls in coefficients for ill-posed elliptic Dirichlet boundary value problems

Thierry Horsin, Peter I. Kogut

Asymptotic Analysis