Titlebook: Analytical or Semi-analytical Solutions of Functionally Graded Material Structures; Zheng Zhong,Guojun Nie Book 2021 Science Press and Spr

Nuance

Functionally Graded Beams,s for the FGM beams were obtained by applying the displacement method (Sect. .), the displacement function method (Sect. .), the stress function method (Sect. .), and the state space method (Sect. .). The electroelastic analysis of FGPM beams is described in the final section.

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Hollow Functionally Graded Cylinders,tical solution for orthotropic non-circular hollow FGM cylinders is presented in Sect. . by using the Frobenius series method. Furthermore, material tailoring for hollow FGM cylinders is introduced in Sect. ..

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On the Locality of Consistency Conditions,This chapter introduces the concept of functionally graded material (FGM) and presents a brief review of recent developments in modeling and analysis of FGM structures.

FLIC

Introduction,This chapter introduces the concept of functionally graded material (FGM) and presents a brief review of recent developments in modeling and analysis of FGM structures.

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aterials and structures.Gives the formulation of an elastic .This book provides a comprehensive introduction to the analysis of functionally graded materials and structures. Functionally graded materials (FGMs), in which the volume fractions of two or more constituent materials are designed to vary

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Brad T. Moore,Paolo A. G. Sivilottitures, composed of isoparametric graded elements, using the time subdomain method is elaborated in Sect. .. Finally, the static behavior and vibrations of simply supported rectangular plates made of functionally graded piezo-thermoelectric materials (FGPM) are presented in Sects. . and ., respectively.

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Rectangular Functionally Graded Plates,tures, composed of isoparametric graded elements, using the time subdomain method is elaborated in Sect. .. Finally, the static behavior and vibrations of simply supported rectangular plates made of functionally graded piezo-thermoelectric materials (FGPM) are presented in Sects. . and ., respectively.