岷江上游干旱河谷灌丛群落种-面积曲线的拟合及最小面积确定  

Determination of species-area relationships and minimum sampling area for the shrub communities in arid valley in the upper reach of the Minjiang River

作　　者：陈泓[1] 黎燕琼[2] 郑绍伟[2] 王玲[1] 何飞[2] 刘军[1] 慕长龙[2] 

机构地区：[1]四川农业大学,四川雅安625014 [2]四川省林业科学研究院,四川成都610081

出　　处：《生态学报》2007年第5期1818-1825,共8页Acta Ecologica Sinica

基　　金：国家"十一五"科技攻关资助项目(2006BAD03A03)~~

摘　　要：研究采用3种饱和曲线方程拟合出的群落种-面积曲线,对岷江上游干旱河谷灌丛群落的最小面积进行研究,取比例因子ρ分别为0.6、0.7、0.8、0.9,求得灌丛群落的最小面积或临界取样面积。研究结果表明:当ρ取0.6、0.7、0.8时,阴、阳坡各海拔梯度样地群落最小面积均小于或略大于100m2,样方可设置为10m×10m,即样地面积为100m2,可以满足精度60%～80%的研究要求。当ρ取0.9时,阴、阳坡各海拔梯度样地群落最小面积均小于200m2,样方可设置为10m×20m,即样地面积为200m2,可以满足精度90%的研究要求;群落最小面积呈现出随海拔梯度的升高而逐渐增大的趋势,且最小面积所含物种数也随之增加;在相对应的海拔高度上,海拔2000m以下群落最小面积及所含物种数阴坡明显大于阳坡,而在2200m左右的高海拔则是阴坡与阳坡相接近;对于岷江上游干旱河谷灌丛群落类型而言,由方程(1)、(2)拟合所得的种-面积曲线较好于由方程(3)拟合所得的种-面积曲线。The minimum sampling areas （MSA） for the shrub communities in arid valleys in the upper reach of the Minjiang River were studied by fitting community species-area relationships using 3 types equations. The MSAs were determined at the proportional factor （ρ） 0.6, 0.7, 0.8 and 0.9. The proportional factors represent the proportion of the number of species within a sampling plot in total number of species. All the MSAs of the shrub communities at different elevation and slope face for the p at 0.6, 0.7 and 0.8 were somewhere around 100m^2. Hence the MSAs could be set as 100m^2（10m × 10m） at 60% -80% precision level. For thep at 0.9, i.e. for 90% precision level, the MSAs were less than 200m^2（10m × 20m）. The MSAs and species richness increased gradually with the rising of altitude. At elevation below 2000 m, the MSAs and species richness on north facing slope were larger than south facing slope. However at the elevation around 2200 m, there was no difference among different facing slopes. For the shrub communities in arid valley in the upper reach of the Minjiang River, the species-area curve by fitting the first two equations are better than that by the third equation.

关 键 词：灌丛群落 最小面积 种-面积曲线 海拔 坡向 干旱河谷 岷江上游 

分 类 号：Q948[生物学—植物学]