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作 者:黄思琴[1] 陈英[1] 张仁陟[1] 吴玮[1] 魏晨[1]
机构地区:[1]甘肃农业大学资源与环境学院,甘肃兰州730070
出 处:《干旱地区农业研究》2015年第3期238-244,共7页Agricultural Research in the Arid Areas
基 金:国家自然科学基金(71263003);甘肃农业大学青年导师基金(GAU-QNDS-201201)
摘 要:为了探索耕地细碎化与农业经济水平的空间相关关系,为耕地的适度化规模经营提供一定的参考依据,该文基于2010年民乐县土地利用现状图,获得民乐县耕地细碎化6个景观指数,运用主成分分析降维得到能够代表耕地细碎化的2个主成分指标,分析了耕地细碎化与农业经济水平的空间相关性规律。结果表明:(1)第一主成分F1与斑块数量、斑块密度、斑块平均面积、聚集度指数的载荷值大于80.2%,代表面积与分布指标;第二主成分F2与面积加权形状因子,面积加权分维数的载荷值大于96.6%,代表形状指数。(2)F1—农户人均纯收入,F1—第一产业增加值的双变量全局莫兰指数分别为0.449、0.442,F1与农业经济水平指标在空间上呈正相关关系。F2—农户人均纯收入,F2—第一产业增加值的双变量全局莫兰指数分别为0.467,0.5,F2与农业经济水平指标在空间上呈正相关关系。由此可见,耕地细碎化与农业经济水平在空间上呈正相关关系,空间耦合性很好。Based on the six land fragmentation indices from current land use map of Minle country in 2010 , the study aims to investigate the spatial correlation between land fragmentation and agriculture development ,and provide a reference for moderate scale of land management ,using two principle component indexes that could present land fragmen-tation according to the principle component analysis .The results showed that (1 ) the load value between the first princi-ple component F1 and the number of patch ,patch density ,average patch area and aggregation index were higher than 80 .2% ,which represented the area and distribution ;the load value between the second principle component F2 and the area weighting shape factor ,the area weighting patch fractal dimension were higher than 96 .6% ,which represented the shape index .The bivariate global Moran’ index of F1 -per capital net income of farmers and F1 -added value of the first industry were 0 .449 and 0 .442 ,respectively ,which showed a positive spatial correlation between F1 and agricultur-al development .(2) The bivariate global Moran’ index of F2 -per capital net income of farmers and F2 -added value of the first industry were 0 .467 and 0 .5 ,respectively ,showing a positive spatial correlation between F2 and agricultural development .Therefore ,there was a positive spatial correlation between land fragmentation and agricultural development , and they matched well in terms of spatial coupling .
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