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A METHOD FOR ESTIMATING THE MINIMUM RADIUS OF CURVATURE IN SOLID WOOD BENDING

机译:估算实木弯曲曲率最小半径的方法

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摘要

This study was conducted to devise a method for estimating the minimum radius of curvature (RC) in solid wood bending. The physical (relative density, RD), mechanical (compression and tension parallel to the grain), chemical (holocellulose and lignin contents) and anatomical properties (fiber length < FL >, fiber diameter < FD >, cell wall thickness < CWT > and lumen width < LW >) of gubas (Endospermum peltatum Merr.), mangium (Acacia mangium Wild.) and river red gum (Eucalyptus camaldulensis Dehner) were determined. Correlation and regression analyses on the data resulted in the following regression equation with a coefficient of determination (R~2) equals to 79.0%: RC = -17.68 + 97494.48 (LW)~2 + 106.84 (RD)~2 + 76.44 (FL)~2. This equation correctly predicted only 20% of the bending quality of previously studied species actual bending tests. A second regression equation based on the properties of 42 species previously studied by actual bending tests at FPRDI resulted in the following equation with R~2 value of 40%: RC = 44.12 - 433.00 RD + 19.66 LC. This equation correctly predicted 60.0% of the bending quality of species previously tested by actual bending tests. This study shows the need to investigate the relationship between basic wood properties and minimum bending radii of curvature of more species with a wide range of relative density.
机译:进行这项研究以设计一种估计实木弯曲中最小曲率半径(RC)的方法。物理(相对密度RD),机械(与谷物平行的压缩和张力),化学(纤维素和木质素含量)和解剖学特性(纤维长度,纤维直径,细胞壁厚度和测定了古巴(Endospermum peltatum Merr。),锰(Acacia mangium Wild。)和河红胶(Eucalyptus camaldulensis Dehner)的管腔宽度。对数据进行相关和回归分析,得出以下回归方程,其确定系数(R〜2)等于79.0%:RC = -17.68 + 97494.48(LW)〜2 + 106.84(RD)〜2 + 76.44(FL )〜2。这个方程正确地预测了先前研究的物种实际弯曲测试的弯曲质量的20%。根据先前通过FPRDI实际弯曲测试研究的42种物种的特性得出的第二个回归方程得出以下方程,其R〜2值为40%:RC = 44.12-433.00 RD + 19.66 LC。该方程正确地预测了先前通过实际弯曲测试所测试的物种的60.0%的弯曲质量。这项研究表明,有必要研究木材的基本特性与相对密度范围较大的更多物种的最小曲率弯曲半径之间的关系。

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