2015
DOI: 10.1016/j.ijpvp.2014.12.003
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Plastic limit loads for cylindrical shell intersections under combined loading

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Cited by 6 publications
(4 citation statements)
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“…Results showed that the flexural behaviour of girthwelded circular steel tubes always involved local buckling near the girth weld on the compression side, which significantly affected the moment versus end-rotation response. Skopinsky et al [159] used applied methods of nonlinear analysis to determine the plastic limit loads in shell intersection configurations under combined internal pressure, in-plane moment and out-plane moment loadings. The numerical analyses of shell intersections were performed using FEM, geometrically nonlinear shell theory in quadratic approximation and plasticity theory.…”
Section: Cylinder-cylinder Intersectionsmentioning
confidence: 99%
“…Results showed that the flexural behaviour of girthwelded circular steel tubes always involved local buckling near the girth weld on the compression side, which significantly affected the moment versus end-rotation response. Skopinsky et al [159] used applied methods of nonlinear analysis to determine the plastic limit loads in shell intersection configurations under combined internal pressure, in-plane moment and out-plane moment loadings. The numerical analyses of shell intersections were performed using FEM, geometrically nonlinear shell theory in quadratic approximation and plasticity theory.…”
Section: Cylinder-cylinder Intersectionsmentioning
confidence: 99%
“…For generality one choices a nonlinear, power law, behavior of structure material, under normal stress, σ, and shear stress, τ, (1) where ε is the strain; γ is the shear strain; M σ , M τ , k and k 1 are material constants. In our recent papers [15 -17], on the basis of principle of critical energy, there have been proposed the following relations for the critical stresses of tubular specimens with cracks, (2) where the total deterioration D(a σ ; c) depends on the crack depth a≡a σ and the crack length 2c in the direction perpendicular to the direction of the normal stress σ, while deterioration D(a τ ; c) depends on the depth of the crack a≡a τ and the crack length c 2 in the direction of shear stress τ.…”
Section: Critical Stresses and Critical Loadsmentioning
confidence: 99%
“…Skopinsky et al [1] underlines: in practice [2 -4], only two methods are the most commonly used in the analysis of pressure vessels with nozzles and piping tees: the Twice Elastic Slope method and the Tangent Intersection method. Both methods are based on a characteristics loaddeformation curve and are empirical procedure.…”
mentioning
confidence: 99%
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