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Bending response of a fiber-reinforced viscoelastic arched bridge model

机译:纤维粘弹性拱桥模型的弯曲响应

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The small parameter approach and the method of effective moduli are presented for the bending response of a fiber-reinforced viscoelastic arched bridge model. The present model is considered as a beam with boundary conditions at its edges, which may be clamped, and between these two edges the beam may have quadratic thickness variation. Closed form solutions have been developed for the quasi-static response of fiber-reinforced viscoelastic arched bridges subjected to uniform loading. The effects due to time, thickness parameter, constitutive parameter, and volume fraction parameter on the deflections are investigated. The sample numerical examples presented herein for bending response of reinforced viscoelastic clamped beams with quadratic thickness variation should serve as references for future comparisons.
机译:针对纤维增强粘弹性拱桥模型的弯曲响应,提出了小参数方法和有效模量方法。本模型被认为是在其边缘处具有边界条件的梁,该梁可以被夹紧,并且在这两个边缘之间,梁可以具有二次厚度变化。已经开发出封闭形式的解决方案,用于承受均布载荷的纤维增强粘弹性拱桥的准静态响应。研究了时间,厚度参数,本构参数和体积分数参数对挠度的影响。本文介绍的用于计算具有二次厚度变化的增强粘弹性夹持梁的弯曲响应的数值示例应作为以后比较的参考。

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