Jane G T, Green T G A
Department of Biological Sciences, University of Waikato, Hamilton, New Zealand.
Oecologia. 1983 Mar;57(3):380-390. doi: 10.1007/BF00377184.
Detailed statistical analysis of data obtained from five species of New Zealand native trees was used to develop an empirical model of pressure-volume curves. The model combines an exponential turgor function with a hyperbolic osmotic function and provides a very good fit to all data sets. The resultant function permits precise calculation of the bulk modulus of elasticity and turgor loss point from simple manipulation of the coefficients as well as providing the usual estimates of osmotic potential and free water content. The use of several water relations parameters, rather than one or two, each expressing different ecological aspects has permitted a better insight into the adaptability of the species.The data was obtained as part of an investigation into the causes of forest mortality to examine the tissue water relations of the principal species and to assess their ecological status. For all parameters highly significant differences were found between species. Silver beech (Nothofagus menziesii) and quintinia (Quintinia acutifolia) or tawari (Ixerba brexioides) are well separated and are consistently placed in opposing groups by the parameters. Osmotic potential proved to be of limited value for differentiating sites possibly because of the greater amplitude of diurnal variation compared with the site differences and also because of large within site variation. However variations in the pressure potential at the turgor loss point, which was closely correlated with osmotic potential, discriminated the levels of effective precipitation at the study sites, and the drought tolerance of the species.For one species, tawari, it proved possible to classify the sites on the basis of water content at the turgor loss point and osmotic potential using discriminant analysis. Variation in the water potential at the turgor loss point, which was closely correlated with osmotic potential, can be used to rank the species in order of drought adaptability and this was found to coincide with their order of permanence on the site. The bulk modulus of elasticity and the coefficient of elasticity are closely linked but their value in the ecological comparisons was limited by higher variability than found for other parameters. Ranking of the species using the variability of the parameters indicates the presence of to two distinct survival strategies; stress avoidance and stress tolerance. The two canopy species utilise opposing strategies and may be less at risk than the seral plants which combine both strategies. The data provides evidence for current stress on the unhealthy site which most stongly affects the seral species.
对从五种新西兰本土树木获取的数据进行详细的统计分析,以建立压力 - 体积曲线的经验模型。该模型将指数膨压函数与双曲线渗透函数相结合,对所有数据集都有很好的拟合度。所得函数允许通过简单操作系数精确计算弹性模量和膨压损失点,同时还能提供渗透势和自由水含量的常规估计值。使用几个水分关系参数,而非一两个,每个参数都表达不同的生态方面,这使得我们能更好地洞察这些物种的适应性。这些数据是作为对森林死亡原因调查的一部分而获得的,目的是研究主要物种的组织水分关系并评估它们的生态状况。对于所有参数,在物种之间都发现了高度显著的差异。银山毛榉(Nothofagus menziesii)与昆蒂尼亚树(Quintinia acutifolia)或塔瓦里树(Ixerba brexioides)被很好地区分开来,并且通过这些参数始终被归为相反的组。渗透势对于区分不同地点的价值有限,这可能是因为与地点差异相比,其日变化幅度更大,而且在同一地点内的变化也很大。然而,膨压损失点处的压力势变化与渗透势密切相关,它区分了研究地点的有效降水量水平以及物种的耐旱性。对于一种物种塔瓦里树,事实证明可以使用判别分析,根据膨压损失点处的含水量和渗透势对地点进行分类。膨压损失点处的水势变化与渗透势密切相关,可用于按干旱适应性对物种进行排序,并且发现这与它们在该地点的持久顺序一致。弹性模量和弹性系数紧密相关,但它们在生态比较中的价值受到比其他参数更高变异性的限制。利用参数的变异性对物种进行排序表明存在两种不同的生存策略:避逆性和耐逆性。两种冠层物种采用相反的策略,可能比同时采用两种策略的演替植物面临的风险更小。这些数据为当前不健康地点的压力提供了证据,这种压力对演替物种的影响最为强烈。