摘要
通过收集三明市11个国营苗圃1年生杉木大田实生苗样方285个,样苗4986株。实测地径(Do)、苗高(H)、密度(即单位面积株数N),统计合格苗率(P)、二级苗率(P1),计算高径比值(ρ)共6个指标。用25cm、30cm、35cm、40cm、45cm、50cm6个不同高度级建立线性回归模型;用异速生长模型y=kxm确定苗高与线性回归模型参数之间的关系,从而得到地径与苗高、密度之间的关系:Do=0.0388061717H0.7880433395-0.0000016561H1.670187928N;高径比与苗高、密度之间的关系:ρ=25.76909693H0.2119566605(1-0.0000426762H0.9921445885N)-1;合格苗率与苗高、密度的关系:P=171.4795589-1005.273059H-0.7880433395(1-0.0000426235H0.9921445885N)-1;Ⅰ级苗率与苗高、密度之间的关系:P1=208.7315799-1816.565148H0.7880433395(1-0.0000426762H0.9921445885N)-1.根据以上模型研究杉木大田?
sample seedlings of Cunninghamia lanceolata at the age of one in
fields were collected in 11state-owned nurseries in Sanming City by means of the surveys for
two years。The ground diameter, heightand density of the seedlings were really measured,the
certified seedling rate and the first-grade seedling ratewere counted and six indexes of
height-diameter ratio,etc。were calculated.According to four models.theeffective methods of
field seedling-raising density and quality control of C.lanceolata were studied and thedensity
control check card was prepared.The precision of table compilation of four models reached over
97%and in the light of the check of survey data of Fujian Province the really measured
precision reached above90%。
出处
《福建林业科技》
1995年第2期1-6,共6页
Journal of Fujian Forestry Science and Technology
关键词
杉木
大田育苗
密度
控制
检测卡
应用
Cunninghamia lanceolata
field seedling raising
density control
check card