Coordinate Transformation for Sector and Annular Sector Shaped Graphene Sheets on Silicone Matrix | Zendy

Kadir Mercan | Zendy; Çiğdem Demir | Zendy; Bekir Akgöz | Zendy; Ömer Cívalek | Zendy

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Coordinate Transformation for Sector and Annular Sector Shaped Graphene Sheets on Silicone Matrix

Author(s) -

Kadir Mercan,

Çiğdem Demir,

Bekir Akgöz,

Ömer Cívalek

Publication year - 2015

Publication title -

international journal of engineering and applied sciences

Language(s) - English

Resource type - Journals

eISSN - 1309-7997

pISSN - 1309-0267

DOI - 10.24107/ijeas.251247

Subject(s) - curvilinear coordinates , graphene , materials science , elasticity (physics) , silicone , matrix (chemical analysis) , composite material , geometry , mathematics , nanotechnology

In the present manuscript, we developed a systematic formulation for some type graphene sheets having annular sector, sector shaped or curvilinear side graphene located on a silicone matrix via nonlocal elasticity theory for numerical solution. An eight-node curvilinear element is used for transformation of the governing equation of motion of annular sector graphene from physical region to computational region in conjunctions with the thin plate theory. Silicone matrix is modeled by using the Winkler-Pasternak elastic foundations. The formulation is usefully for different shaped graphene sheets

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