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NONLINEAR LARGE DEFLECTION-SMALL STRAIN ELASTIC ANALYSIS OF BEAM-COLUMN WITH SEMIRIGID CONNECTIONS

机译:半刚性连接梁柱非线性大挠度-小应变弹性分析

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摘要

The nonlinear large deflection-small strain analysis of a slender beam-column of symmetrical cross section with semirigid connections under end loads (conservative and nonconservative), including the effects of axial load eccentricities and out-of-plumbness, is developed in a simplified manner. Timoshenko's stability functions are utilized in the proposed method which, although approximate, can be used in the stability and nonlinear large deflection-small strain elastic analyses of beam-columns with rigid, semirigid, and simple connections. The proposed method consisting of a single nonlinear equation can also be utilized in the large deflection-small strain inelastic analysis of beam-columns whose connections suffer from flexural degradation or, on the contrary, flexural stiffening. Load results from the proposed method are within 1.5 percent of the theoretical values up to very large transverse displacements (0.80 times the member span when the changes in the member cord length are taken into account, or 0.30 times the member span when its cord length is assumed to remain constant). The validity and effectiveness of the proposed method and equations are verified against available solutions of large deflection-small strain elastic analysis, including the solution of the classic problem of the ''Elastica.''
机译:以简化的方式开发了对称截面与半刚性连接的细长梁柱在端部荷载(保守和非保守)下的非线性大挠度-小应变分析,包括轴向荷载偏心和离线的影响。所提出的方法利用了Timoshenko的稳定性函数,该函数虽然近似,但可用于刚性、半刚性和简单连接梁柱的稳定性和非线性大挠度-小应变弹性分析。所提出的方法由单个非线性方程组成,也可用于连接遭受弯曲退化或相反弯曲加固的梁柱的大挠度-小应变非弹性分析。所提出的方法的荷载结果在理论值的 1.5% 以内,直向位移非常大(当考虑杆索长度的变化时,杆件跨度为 0.80 倍,当假设杆线长度保持不变时,杆件跨度为 0.30 倍)。通过大挠度-小应变弹性分析的可用解,包括经典问题“弹性”的解,验证了所提方法和方程的有效性和有效性。

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