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Evaluation of mechanical strengths of tropical hardwoods: proposal of probabilistic models

机译:热带硬木机械优势评价:概率模型的提案

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摘要

The characteristic value of compressive strength parallel to the grain is used to design structural members in bridges, houses and buildings. Such value is obtained based on experimental tests. The Brazilian standard proposes equations to estimate the strengths by means of probabilistic equations that allow obtaining the characteristic values of different mechanical strengths, such as the compressive (f(c0,k)), tensile (f(t0,k)) and shear (f(v0,k)) properties obtained from a set of experimental results. Considering the results for these strengths in parallel direction to grain of 30 hardwoods, with a total of 1080 experimental determinations, the precision of the relations proposed by this standard was duly evaluated from probability distribution models. The Normal, LogNormal, Weibull and Exponential functions were used in order to determine the best adhesion model. Once the values and respective models had been determined for each species, a multivariate linear regression model, based on analysis of variance (ANOVA) and dependent on the mean value ((x) over bar), coefficient of variation (CV%) and lower (LO) and higher (HI) strength values, was adopted to estimate the f(c0,k), f(t0,k) and f(v0,k) adjusted with the most significant terms, in order to infer the quality of the estimator and, consequently, the reliability of such mechanical properties. Finally, the multivariate model proposed here was compared to the empirical proposition of the Brazilian standard, to evaluate the reliability of the model and its adequacy in the estimation of the characteristic strengths values to distinguish the mechanical properties of 30 tropical hardwoods.
机译:与晶粒平行的压缩强度的特征值用于设计桥梁,房屋和建筑物中的结构构件。基于实验测试获得这种值。巴西标准提出了通过概率方程来估计强度的方程,允许获得不同机械强度的特征值,例如压缩(F(C0,K)),拉伸(F(T0,K))和剪切( F(v0,k))从一组实验结果获得的性质。考虑到这些强度的平行方向与30个硬木的粒度的结果,共有1080个实验测定,本标准提出的关系的精度正式评估了概率分布模型。使用正常,逻辑,威布尔和指数函数以确定最佳粘合模型。一旦为每个物种确定了值和相应的模型,基于对方差分析(ANOVA)的多变量线性回归模型并取决于平均值((x)上方的平均值((x)),变异系数(cv%)和更低(LO)和更高的(HI)强度值,以估计用最重要的术语调整的F(C0,K),F(T0,K)和F(V0,K),以推断出质量因此,估算器和这种机械性能的可靠性。最后,这里提出的多变量模型与巴西标准的经验命题进行了比较,以评估模型的可靠性及其充分性在估计特征强度值,以区分30个热带硬木的机械性能。

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