ANALYTICAL SOLUTIONS TO VARIABLE THICKNESS AND VARIABLE MATERIAL PROPERTY ROTATING DISKS FOR A NEW THREE-PARAMETER VARIATION FUNCTION
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Date
2012
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Publisher
Taylor & Francis inc
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Abstract
Analytical solutions of two different annular rotating disk problems are obtained under the assumptions of plane stress, isotropy, and small deformations. The first problem involves a homogeneous variable profile disk, whereas the second one is a functionally graded disk having a variation in elasticity modulus. For the variations of disk thickness and elasticity modulus in these problems, a new form of nonlinear function controlled by three parameters is introduced. The derivations of the closed form solutions for both type of rotating disk problems are carried out in a unified form. The closed form solutions are verified numerically by the nonlinear shooting method.
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Keywords
Functionally graded materials, Rotating disk, Variable thickness
Turkish CoHE Thesis Center URL
Fields of Science
Citation
16
WoS Q
Q1
Scopus Q
Q1
Source
Volume
40
Issue
2
Start Page
133
End Page
152