Bending of Functionally Graded Nanobeams using Hyperbolic Nonlocal Theory

Abstract Hyperbolic nonlocal theory is applied in this paper to calculate deflections functionally graded nanobeams under uniform load. The developed using the work done principle conjunction with Eringen’s theory. Free stress conditions on upper and lower surfaces are achieved by current hypothesis. Deflection of beam estimated Navier’s approach considering simple ends nanobeam. Solutions found literature taken for comparison purpose that present findings matching existing solutions.