Work

Fourier's Solutions of the Conditions of Compatibility in Rectangular Cartesian Coordinates

Year: 2000

Type: article

Abstract: Incompatibility tensors in rectangular Cartesian coordinates are derived for making clear the analytical scheme of the conditions of compatibility. The existence of three kinds of solution methods to be constructed through the difference of stress components which are used as unknown functions is shown. One is the method in which normal stress components and shearing stress components are used as unknown functions, the others are the methods in which normal stress components or shearing stress components are used as unknown functions. Fourier's solutions of three solution methods are perfectly coincide with those of the displacement method.

Source: Journal of Structural and Construction Engineering (Transactions of AIJ)

DOI: 10.3130/aijs.65.83_2

Authors: Teisuke SUEOKA, Aoi KOGA, Nobuyoshi TOSAKA

Institutions: Nagasaki University, Nihon University

Language: English

Topic: Elasticity and Wave Propagation

Subfield: Mechanics of Materials

Field: Engineering

Domain: Physical Sciences

Open Access status: bronze

OpenAlex ID: W2585641304

FWCI: 0.663

Cites: 1

Cited by: 1

Related to: 10