首页> 外文期刊>Journal of Experimental Botany >An improved centrifuge method for determining water extraction curves and vulnerability curves in the long-vessel species Robinia pseudoacacia
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An improved centrifuge method for determining water extraction curves and vulnerability curves in the long-vessel species Robinia pseudoacacia

机译:一种改进的离心机方法,用于确定长血管种类罗宾逊伪曲线的水提取曲线和脆弱性曲线的离心机方法

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摘要

Significant improvements to the centrifuge water-extraction method of measuring the percentage loss volume of water (PLV) and corresponding vulnerability curves (VCs) are reported. Cochard and Sperry rotors are both incapable of measuring the VCs of species with long vessels because of premature embolism induced by hypothetical nanoparticles that can be drawn into segments during flow measurement. In contrast, water extraction pushes nanoparticles out of the sample. This study focuses on a long-vessel species, Robinia pseudoacacia, for which many VCs have been constructed by different methods, and the daily water relations have been quantified. PLV extraction curves have dual Weibull curves, and this paper focuses on the second Weibull curve because it involves the extraction of water from vessels, as proven by staining methods. We demonstrate an improved water extraction method after evaporation correction that has accuracy to within 0.5%, shows good agreement with two traditional methods that are slower and less accurate, and is immune to nanoparticle artefacts. Using Poiseuille's Law and the geometry of vessels, we argue that the percentage loss of conductivity (PLC) equals 2PLV-PLV2 in a special case where all vessels, regardless of size, have the same vulnerability curve. In this special case, this equation predicts the data reasonably well.
机译:报告了测量水(PLV)百分比损失量和相应漏洞曲线(VCS)的离心水提取方法的显着改进。 CoChard和Sperry转子既不能测量长血管的物种的VC,因为由虚拟纳米颗粒引起的过早栓塞,可以在流动测量期间被吸入分段。相反,水提取将纳米颗粒推出样品。本研究重点介绍了长血管种类,罗宾西症伪曲线,其中许多VCS由不同的方法构建,并量化了日常水关系。 PLV提取曲线具有双重Weibull曲线,本文重点介绍第二威布尔曲线,因为它涉及通过染色方法来提取来自血管的水。我们在蒸发校正后展示了一种改进的水提取方法,其在0.5%以内,表现出与两种较慢且较低的方法的良好一致性,并且免于纳米粒子艺术品。使用Poiseuille的法律和船只的几何形状,我们认为电导率(PLC)的百分比损失(PLC)等于2PLV-PLV2在一个特殊情况下,无论大小如何,具有相同的漏洞曲线。在这种特殊情况下,该等方程式可合理地预测数据。

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