45 research outputs found

    A fuzzy soft set theoretic approach to decision making problems

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    AbstractThe problem of decision making in an imprecise environment has found paramount importance in recent years. A novel method of object recognition from an imprecise multiobserver data has been presented here. The method involves construction of a Comparison Table from a fuzzy soft set in a parametric sense for decision making

    FREE VIBRATION ANALYSIS OF ORTHOTROPIC LAMINATED COMPOSITE PLATES USING FIRST ORDER SHEAR DEFORMATION THEORY

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    In this paper free vibration analysis of orthotropic laminated composite plates using first order shear deformation theory. The existing first-order shear deformation theory contains five unknowns but present first order shear deformation theory contains only four unknowns and has many similarity with the classical plate theory such as equation of motion, boundary condition and stress resultant expressions. The equation of motion and boundary condition are derived from Hamilton’s Principle for the calculation of frequency analysis of orthotropic laminated composite plates. Analytical closed form solution of simply supported anti-symmetric cross-ply and angle-ply laminated composite are obtained and results are compared with the exact three dimensional solution. Comparison studies shows that the present theory can achieve the same accuracy as of the existing first order shear deformation theory which has more number of unknowns

    Roughness of fuzzy soft sets and related results

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    Partial averages of fuzzy soft sets in decision making problems

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