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Deflections in sawn timber beams with stochastic properties

机译:具有随机特性的锯木梁挠度

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摘要

A stochastic model is proposed to study the behavior of structural sawn beams of Argentinean Eucalyptus grandis with the aim of improving the predictability of the elastic deformations. The enhancement of the mid-span deflection calculation is based on a probabilistic model of the Modulus of Elasticity (MOE) and the representation of its lengthwise variability through a random field. The standard model that uses a MOE variable assumed random from piece to piece but deterministic (constant) within each piece is obtained as a particular case. In order to obtain a statistical representation of the MOE, the Principle of Maximum Entropy (PME) is employed. Experimental data obtained from bending tests are employed to find the parameters of the derived Probability Density Function (PDF). The PDF of the mid-span deformations is numerically obtained through the Stochastic Finite Element Method (SFEM) and Monte Carlo Simulations (MCS). Numerical results are validated with experimental values. Deflections of structural sized beams under usual loads are obtained. Finally, the stochastic model is used to compare with the serviceability requirements established in the Argentinean design code. It is shown that the structural performance of timber beams is found through a more realistic material approach.
机译:提出一种随机模型来研究阿根廷桉树结构锯梁的行为,以提高弹性变形的可预测性。中跨挠度计算的增强基于弹性模量(MOE)的概率模型,并通过随机场表示其纵向变化。使用MOE变量的标准模型假定每个部分都是随机的,但在每个部分内是确定性的(常数),作为特定情况获得。为了获得MOE的统计表示,采用了最大熵原理(PME)。利用从弯曲试验中获得的实验数据来求得推导的概率密度函数 (PDF) 的参数。通过随机有限元法(SFEM)和蒙特卡罗模拟(MCS)数值获得跨中变形的PDF。用实验值验证了数值结果。得到了结构尺寸梁在通常荷载下的挠度。最后,使用随机模型与阿根廷设计规范中建立的正常使用性要求进行比较。结果表明,木梁的结构性能是通过更逼真的材料方法发现的。

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