A modified Fourier solution for vibration analysis of moderately thick laminated annular sector plates with general boundary conditions, internal radial line and circumferential arc supports

• Autorzy: Fuzhen Pang , Haichao Li , Xuhong Miao , Xueren Wang
• Języki publikacji: EN

Abstrakty

EN

In this paper, a modified Fourier solution based on the first-order shear deformation theory is developed for the free vibration problem of moderately thick composite laminated annular sector plates with general boundary conditions, internal radial line and circumferential arc supports. In this solution approach, regardless of boundary conditions, the displacement and rotation components of the sector plate are written in the form of the trigonometric series expansion in which several auxiliary terms are added to ensure and accelerate the convergence of the series. Each of the unknown coefficients is taken as the generalized coordinate and determined using the Raleigh- Ritz method. The accuracy and reliability of the present solution are validated by the comparison with the results found in the literature, and numerous new results for composite laminated annular sector plates considering various kinds of boundary conditions are presented. Comprehensive studies on the effects of elastic restraint parameters, layout schemes and locations of line/arc supports are also made.New results are obtained for laminated annular sector plates subjected to elastic boundary restraints and arbitrary internal radial line and circumferential arc supports in both directions, and they may serve as benchmark solutions for future researches.

Słowa kluczowe

EN

Free vibration; General boundary conditions; Laminated annular sector plates; Internal radial line supports; Internal circumferential arc supports; Modified Fourier series; Arbitrary lamination schemes

• Wydawca: De Gruyter Open
• Czasopismo: Curved and Layered Structures
• Rocznik: 2017
• Tom: 4
• Numer: 1
• Strony: 189-220

Daty

wydano

2017-01-26

otrzymano

2017-01-02

zaakceptowano

2017-04-07

online

2017-08-23

Twórcy

autor

Fuzhen Pang

• , 150001, PR
• , 100161, PR

autor

Haichao Li

• , 150001, PR

autor

Xuhong Miao

• , 100161, PR

autor

Xueren Wang

• , 100161, PR

Identyfikatory

DOI

10.1515/cls-2017-0014