On the Boundary Value Problem in the Nonlinear Theory of Dipolar Elastic Materials
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Date
2020
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Taylor & Francis inc
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Abstract
In our study, we formulate the boundary value problem in the context of the nonlinear theory of dipolar, porous, and elastic materials. For this problem, some existence and uniqueness results are proven. The results are natural generalizations of the results obtained by Langenbach for the classical elastic bodies.
Description
Carrera, Erasmo/0000-0002-6911-7763
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Keywords
Dipolar Bodies, Non-Linear Theory, Existence Results, Uniqueness, Langenbach Results
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Citation
Marin, Marin; Carrera, Erasmo; Baleanu, Dumitru (2020). "On the boundary value problem in the nonlinear theory of dipolar elastic materials", Mechanics of Advanced Materials and Structures, Vol. 27, No. 18, pp. 1619 - 1625.
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Q2
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Q2
OpenCitations Citation Count
4
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Volume
27
Issue
18
Start Page
1619
End Page
1625
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CrossRef : 1
Scopus : 4
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