Stress analysis of functionally graded rotating discs: analytical and numerical solutions |
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Authors: | Hasan Çallioğlu Numan Behlül Bektaş Metin Sayer |
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Institution: | Hasan Callioglu·Numan Behll Bektas·Metin Sayer Department of Mechanical Engineering,Pamukkale University,Kinikli Campus,20020,Denizli,Turkey |
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Abstract: | This study deals with stress analysis of annular rotating discs made of functionally graded materials (FGMs). Elasticity modulus
and density of the discs are assumed to vary radially according to a power law function, but the material is of constant Poisson’s
ratio. A gradient parameter n is chosen between 0 and 1.0. When n = 0, the disc becomes a homogeneous isotropic material. Tangential and radial stress distributions and displacements on the
disc are investigated for various gradient parameters n by means of the diverse elasticity modulus and density by using analytical and numerical solutions. Finally, a homogenous
tangential stress distribution and the lowest radial stresses along the radius of a rotating disc are approximately obtained
for the gradient parameter n = 1.0 compared with the homogeneous, isotropic case n = 0. This means that a disc made of FGMs has the capability of higher angular rotations compared with the homogeneous isotropic
disc. |
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Keywords: | Functional graded materials · Stress analysis · Analytical analysis · Finite element analysis(FEA) |
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