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Robustness of models based on near infrared spectra to predict the basic density in Eucalyptus urophylla wood

机译:基于近红外光谱的模型的稳健性预测尾叶桉木的基本密度

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摘要

Scientific contributions have shown good results by using near infrared (NIR) spectroscopy as a rapid and reliable tool for characterising lignocellulosic materials. Many reports have evaluated the predictive power and the robustness of the NIR models by means of methods known to validate them. However, in most of these investigations, the samples were divided systematically into two non-independent groups: one group was used to build and the other to validate the NIR models. This approach does not adequately simulate a real situation in which the properties of unknown samples should be predicted by established NIR models. Hence, the aim of this paper was to evaluate the robustness of models based on NIR spectroscopy to predict wood basic density in Eucalyptus urophylla using two totally independent sample sets. Wood density and NIR spectra were measured in diffuse reflectance mode on transversal, radial and tangential surfaces of wood samples in two data sets. We used one data set to build partial least squares regression (PLS-R) models and another to validate them and vice versa. The predictive models developed from the radial surface NIR spectra proved satisfactory with (r~2)_p varying from 0.79 to 0.85 and RPD ranging from 2.3 to 2.7, while the spectra measured on tangential and transversal wood surfaces generated less robust regression models. Our results showed that it is possible to assess wood density in unknown samples by established PLS-R models from solid wood samples preferably using radial surfaces.
机译:通过使用近红外(NIR)光谱作为表征木质纤维素材料的快速而可靠的工具,科研成果已显示出良好的结果。许多报告通过已知的验证方法来评估NIR模型的预测能力和鲁棒性。但是,在大多数这些研究中,样本被系统地分为两个非独立的组:一组用于构建,另一组用于验证NIR模型。这种方法不能充分模拟实际情况,在这种情况下,应通过已建立的NIR模型来预测未知样品的特性。因此,本文的目的是评估基于NIR光谱的模型的稳健性,以使用两个完全独立的样本集来预测尾叶桉的木材基本密度。在两个数据集中,对木材样品的横向,径向和切向表面以漫反射模式测量了木材密度和近红外光谱。我们使用一个数据集建立偏最小二乘回归(PLS-R)模型,并使用另一个数据集进行验证,反之亦然。从径向表面近红外光谱建立的预测模型证明是令人满意的,(r〜2)_p在0.79至0.85之间变化,RPD在2.3至2.7之间,而在切向和横向木材表面上测得的光谱生成的稳健性回归模型较弱。我们的结果表明,可以通过建立的PLS-R模型(最好使用径向表面)从实木样品中评估未知样品中的木材密度。

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