
This paper presents a method of calculating shells of revolution, the material which is working beyond the elastic limit. We study the convergence of the method of elastic solutions and field occurrence of plastic deformations.
В работе излагается метод расчета оболочек вращения, материал которых работает за пределом упругости. Исследуется сходимость метода упругих решений и области появления пластических деформаций.
ТОНКАЯ ОБОЛОЧКА ВРАЩЕНИЯ,THIN SHELL OF REVOLUTION,ТЕОРИЯ МАЛЫХ УПРУГОПЛАСТИЧЕСКИХ ДЕФОРМАЦИЙ,THE THEORY OF SMALL ELASTOPLASTIC STRAINS,ПРЕДЕЛ УПРУГОСТИ,LIMIT OF ELASTICITY,МЕТОД УПРУГИХ РЕШЕНИЙ,METHOD OF ELASTIC SOLUTIONS,ОРТОГОНАЛЬНАЯ ПРОГОНКА,ORTHOGONAL SWEEP,УПРУГОПЛАСТИЧЕСКИЕ ДЕФОРМАЦИИ,ELASTOPLASTIC DEFORMATION,ГРАНИЧНЫЕ УСЛОВИЯ,BOUNDARY CONDITIONS
ТОНКАЯ ОБОЛОЧКА ВРАЩЕНИЯ,THIN SHELL OF REVOLUTION,ТЕОРИЯ МАЛЫХ УПРУГОПЛАСТИЧЕСКИХ ДЕФОРМАЦИЙ,THE THEORY OF SMALL ELASTOPLASTIC STRAINS,ПРЕДЕЛ УПРУГОСТИ,LIMIT OF ELASTICITY,МЕТОД УПРУГИХ РЕШЕНИЙ,METHOD OF ELASTIC SOLUTIONS,ОРТОГОНАЛЬНАЯ ПРОГОНКА,ORTHOGONAL SWEEP,УПРУГОПЛАСТИЧЕСКИЕ ДЕФОРМАЦИИ,ELASTOPLASTIC DEFORMATION,ГРАНИЧНЫЕ УСЛОВИЯ,BOUNDARY CONDITIONS
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