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Título : Refined theories based on non-polynomial kinematics for the thermoelastic analysis of functionally graded plates
Autor : Ramos, I. A.
Mantari, J. L.
Pagani, A.
Carrera, E.
Palabras clave : Carrera uni ed formulation;Functionally graded materials;Nonpolynomials functions;Sandwich plates;Thermolelastic analysis
Fecha de publicación : jul-2016
Editorial : Taylor and Francis Ltd.
URI Relacionado: https://www.scopus.com/inward/record.uri?eid=2-s2.0-84975705328&doi=10.1080%2f01495739.2016.1189771&partnerID=40&md5=7374bac71962832842e267b825388d2a
Resumen : This article presents an analytical solution for the thermoelastic analysis of simply supported functionally graded sandwich plates using the Carrera unified formulation, which allows the automatic implementation of various structural theories. The governing equations for plates under thermal loads are obtained using the principal of virtual displacement and solved using the Navier method. Linear and nonlinear temperature fields through the thickness are taken into account. Particular attention is focused on plate theories with nonpolynomial refined kinematics. The results of the present displacement fields are compared with the classical polynomial ones, proposed by Carrera, for several orders of expansion.
URI : http://cybertesis.uni.edu.pe/handle/uni/3269
ISSN : 1495739
Correo electrónico : erasmo.carrera@polito.it
Derechos: info:eu-repo/semantics/embargoedAccess
Aparece en las colecciones: Instituto General de Investigación (IGI)

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