Nonlinear static analysis of functionally graded porous thin plates resting on elastic foundations
Authors: Hai L.T, Long N.V, Tu T.M, Anh N.T
Conference on Advances in Civil Engineering (ICACE 2022) Vinh University, Vietnam
: Tập 1 : 111-121
Publishing year: 4/2022
Thispaperpresentsananalyticalapproachtostudythenonlinearbendingbehaviouroffunctionally gradedporous(FGP)platesrestingonthePasternakelasticfoundation.Theporousmaterialswiththreedifferent distribution patterns namely uniform, non-uniform symmetric and non-uniform asymmetric are considered. Governingequations arederived basedontheclassicalplatestheory(CPT)taking intoaccountvon Kárman nonlinearity and neutral surface position. Using the displacement approach in conjunction with the Galerkin
method,theanalyticalsolutionisobtainedforvariousboundaryconditions(moveableandimmoveablesimplysupported).Theeffectofporositycoefficient,porositydistributiontypes,andvariousboundaryconditionson nonlinearbendingbehaviorareinvestigated.
nonlinearbendinganalysis;functionallygradedporousplate;neutralsurfaceposition;classical platetheory.
