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Nonlinear in-plane behavior of circular steel arches with hollow circular cross-section

机译:空心圆形截面圆钢拱的非线性面内行为

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In this work the nonlinear in-plane behavior of circular arches with hollow circular cross-section is investigated. The influence of a number of design parameters, such as the boundary conditions, the rise-to-span ratio, and the included angle on the strength is presented. Moreover, the effect of other behavior factors, such as the geometrical and material nonlinearities and the initial imperfections, is investigated. A criterion for the prediction of the type of nonlinear behavior of arches is given, and a formula for the determination of the nonlinear buckling load is proposed. It is found that the effect of initial imperfections on the strength depends largely on the arch slenderness and the imperfection magnitude in the case of shallow arches. When arches are deep this dependence becomes less significant. The effect of geometrical nonlinearity depends significantly on the shallowness and the slenderness of the arches. Stocky arches are less influenced by the rise-to-span ratio than slender ones. The effect of boundary conditions depends significantly on the shallowness of arches and the arch slenderness. The reduction of strength is larger in slender arches than in stocky ones.
机译:在这项工作中,研究了具有空心圆形横截面的圆拱的非线性面内行为。提出了许多设计参数的影响,例如边界条件,升跨比和夹角对强度的影响。此外,还研究了其他行为因素的影响,例如几何和材料非线性以及初始缺陷。给出了预测拱的非线性行为类型的准则,并提出了确定非线性屈曲载荷的公式。已经发现,初始缺陷对强度的影响在很大程度上取决于拱的细长度和浅拱形情况下的缺陷大小。当拱门很深时,这种依赖性变得不那么重要了。几何非线性的影响在很大程度上取决于拱的浅度和细长度。高大的拱形比宽大的拱形受细长的拱形影响较小。边界条件的影响在很大程度上取决于拱的浅度和拱的细长度。细长拱形的强度降低比粗壮拱形的强度降低更大。

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