首页> 外文会议>55th Appita Annual Conference Apr 30-May 2, 2001 Hobart, Australia >Nonlinear multivariate time series (NLMVTS) analysis of whole tree fibre dimensions in E. globulus
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Nonlinear multivariate time series (NLMVTS) analysis of whole tree fibre dimensions in E. globulus

机译:球形大肠杆菌中全树纤维尺寸的非线性多元时间序列(NLMVTS)分析

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Prediction equations confirm a significant and predominant Oblique I directionality following attained height (AH) lines from pith to bark and up the stem in 1 E. globulus tree (G3). The differential change in fibre morphology (with cambial age (CA~1) or ring (YR)) along these Oblique I axes is consistent between AHs (YR~*AH, P > 0.2). Within-ring changes in fibre length (FL), fibre coarseness (CR) and fibre diameter follow varying CA up the stem in G3; but this pattern of change varies significantly between rings (CA~*YR, 0.005 < P < 0.05). The within-ring longitudinal variation (Oblique axis II) of FL, CR, fibre diameter, lumen diameter and wall thickness, when referenced to height (HT) or AH, is consistent between years in G3 (YR~* HT, P > 0.5). Within-ring variation in FL, shows a significantly flatter decline when referenced to AH compared to HT. Seasonal earlywood (EW) to latewood (LW) growth affects within-ring variation of FL (P < 0.0005); with this EW to LW variation consistent between rings (and heights). FL is the only fibre dimension where this seasonal effect is a significant predictor of whole tree variation. Variation up the stem, at a given number of rings from the pith, shows predominantly a significant, non-cylindrical symmetry; whose pattern changes as the number of rings from the pith (CA) changes (CA~*HT, CA~*AH; 0.005

机译:预测方程式证实了从1到E. globulus树(G3)中从髓到树皮的达到的高度(AH)线和茎向上的显着且主要的I斜向性。沿这些倾斜I轴的纤维形态(具有冈比亚年龄(CA〜1)或环(YR))的差异变化在AH之间是一致的(YR〜* AH,P> 0.2)。纤维长度(FL),纤维粗度(CR)和纤维直径的环内变化沿G3中茎向上的CA变化;但这种变化模式在各环之间差异很大(CA〜* YR,0.005

0.5 )。与HT相比,以AH为参考时,FL的环内变化显示出明显平坦的下降。季节性早木(EW)至晚木(LW)的生长会影响FL的环内变化(P <0.0005);环与高度之间的这种EW到LW的变化是一致的。 FL是唯一的纤维尺寸,该季节影响是整个树木变化的重要预测指标。沿茎距一定距离的茎上变化,主要表现出明显的非圆柱对称性。其模式随从髓(CA)的环数变化而变化(CA〜* HT,CA〜* AH; 0.005

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