The authors have investigated the detailed behaviors of a stiffened plate and first maintained the concept of the minimum stiffness ratio of the stiffener, γ
Umin for the ultimate strength in the first paper. Sequently, in the second paper, the authors described the result of investigation into the ultimate strength of a both-sided stiffened plate and γ
Umin, for the plate.
In this paper, a theoretical investigation into the ultimate strength of one-sided stiffened plate and the minimum stiffness ratio, γ
Umin, against the ultimate strength are carried out. Firstly, the elastic-plastic large deflection analysis by the finite element method is performed and the behaviors of one-sided stiffened plates are devided into three different types according to the stiffness of the stiffener. These are, (1) overall failure after overall buckling, (2) overall failure after local buckling and (3) local failure after local buckling. Secondly, as a simpler analysis, a theoretical elastic large deflection analysis is also performed considering the effect of the plastification of the stiffener in a simplifying way. In order to determine the ultimate strength of a one-sided stiffened plate by the simpler analysis, simple criteria are proposed after both theoretical results are compared. The prediction by this method is accurate enough for the practical purposes. Applying this method, the minimum stiffness ratio, γ
Umin of one-sided stiffener is defined as the stiffness ratio which guarantees approximately the maximum ultimate strength. A simple analytical method is also proposed to determine γ
Umin as the intersection of overall buckling strength curve and the maximum ultimate strength curve of the plate. This method is also applied to one-sided stiffened plate with several stiffeners, and γ
Umin for more general cases are calculated.
The effect of initial deflection and welding residual stresses are also discussed, and the effective minimum stiffness ratio,
effr
Umin is difined for the cases with these initial imperfections.
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