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Equivalent representations based upon the same maximum deflection and fundamental natural frequency are derived.
Some important design parameters such as maximum deflection and corner force are evaluated.
The maximum deflection and stress are determined by performing stress analysis for different sections.
Maximum deflection and acceleration are analyzed for its behavior in both hard and soft springs.
Stress and displacement contour are later constructed and the maximum deflection and stress are determined by performing stress analysis.
Closed-form solutions of the maximum deflection and the effective elastic modulus in both kinds of nanowires are achieved.
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The maximum deflections and shear stresses are obtained.
High strength to weight ratio is achieved by reducing the values of centrifugal forces, maximum deflections and maximum stresses in the composite blade.
Simply supported and clamped beams subjected to four symmetric, equally spaced groups of equal point loads are analysed and formulae for their maximum deflections and moments are presented.
Analytical calculations are also carried-out by means of single-degree-of-freedom (SDOF) formulations derived from structural dynamics theories, in order to properly estimate blast and second-order effects on maximum deflections and corresponding tensile stresses.
The radial basis functions collocation method coupled with the present algorithm results very accurate in predicting maximum deflections and stresses in the range of the span-to-thickness ratio values considered.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com