Resources Science, Volume. 42, Issue 7, 1311(2020)
Figures & Tables(7)
Fig. 2. Voronoi diagram set of rural settlements in the Loess Plateau, 1990 and 2015
Fig. 3. Rank-size curve of rural settlements in the Loess Plateau, 1990-2015
Fig. 4. Kernel density of rural settlements in the Loess Plateau, 1990-2015
Table 1. The number of rural settlement patches in the Loess Plateau, 1990-2015
View tableView in ArticleTable 1. The number of rural settlement patches in the Loess Plateau, 1990-2015
年份 总斑块数/个 总斑块面积/km2 斑块面积平均值/km2 斑块面积标准差 1990 78340 11812.78 150788.58 208472.92 1995 74944 11822.26 157747.91 209999.29 2000 79291 12418.70 156621.76 225893.80 2005 80483 12995.92 161474.05 236593.01 2010 84366 14525.49 172172.35 322112.72 2015 85463 15021.10 175761.47 353738.55
Table 2. Detection results of rural settlement land scale and influencing factors in the Loess Plateau
View tableView in ArticleTable 2. Detection results of rural settlement land scale and influencing factors in the Loess Plateau
q 全区 黄土高原沟壑区 黄土丘陵沟壑区 河谷平原区 灌溉农业区 土石山区 高原风沙区 X 10.055*** 0.063 0.131 0.070 0.081 0.455*** 0.045 X 20.050** 0.090 0.195 0.099 0.001* 0.433* 0.197 X 30.014 0.033 0.027 0.086 0.071 0.063 0.117 X 40.159*** 0.049 0.387*** 0.177 0.096 0.232** 0.191 X 50.045*** 0.053 0.002 0.148** 0.449** 0.111 0.016 X 60.038** 0.091 0.011 0.126 0.225* 0.063 0.045 X 70.121*** 0.352*** 0.029 0.640*** 0.422* 0.016 0.016 X 80.080*** 0.124** 0.225 0.294** 0.469* 0.236 0.117 X 90.023 0.154*** 0.310 0.148** 0.191* 0.121 0.096 X 100.032 0.105 0.060 0.203 0.378 0.033 0.115 X 110.041** 0.117* 0.279* 0.088 0.063 0.025 0.184 X 120.170*** 0.058 0.093 0.073 0.650*** 0.061 0.117 X 130.044** 0.039 0.053 0.088 0.425 0.082 0.260 X 140.013 0.035 0.086 0.025 0.157 0.083 0.394
Table 3. Detection results of interactions between factors of rural settlement land scale in the Loess Plateau
View tableView in ArticleTable 3. Detection results of interactions between factors of rural settlement land scale in the Loess Plateau
序号 全区 黄土高原沟壑区 黄土丘陵沟壑区 河谷平原区 农业灌溉区 土石山区 高原风沙区 交互因子 q 交互因子 q 交互因子 q 交互因子 q 交互因子 q 交互因子 q 交互因子 q 1 X 1∩X 12(NE) 0.376 X 2∩X 7(NE) 0.508 X 12∩X 13(BE) 0.705 X 4∩X 7(BE) 0.759 X 12∩X 13(BE) 0.862 X 1∩X 8(NE) 0.739 X 5∩X 14(NE) 0.976 2 X 3∩X 12(NE) 0.375 X 7∩X 10(NE) 0.505 X 10∩X 14(NE) 0.638 X 7∩X 11(NE) 0.757 X 10∩X 14(NE) 0.838 X 1∩X 11(NE) 0.699 X 7∩X 14(NE) 0.976 3 X 2∩X 4(NE) 0.341 X 3∩X 7(NE) 0.477 X 7∩X 13(NE) 0.631 X 7∩X 13(NE) 0.741 X 7∩X 13(BE) 0.808 X 2∩X 8(BE) 0.666 X 1∩X 4(BE) 0.922 4 X 3∩X 4(NE) 0.340 X 4∩X 7(NE) 0.474 X 5∩X 13(NE) 0.623 X 7∩X 10(NE) 0.735 X 5∩X 13(BE) 0.805 X 1∩X 13(NE) 0.638 X 4∩X 6(NE) 0.922 5 X 7∩X 12(NE) 0.314 X 1∩X 7(NE) 0.461 X 12∩X 14(BE) 0.622 X 7∩X 9(NE) 0.719 X 12∩X 14(BE) 0.803 X 1∩X 4(BE) 0.629 X 2∩X 11(BE) 0.908 6 X 1∩X 9(NE) 0.305 X 7∩X 13(NE) 0.453 X 11∩X 13(NE) 0.616 X 1∩X 7(BE) 0.715 X 11∩X 13(NE) 0.736 X 1∩X 12(NE) 0.619 X 9∩X 10(NE) 0.907 7 X 3∩X 9(NE) 0.305 X 7∩X 9(BE) 0.453 X 10∩X 13(NE) 0.602 X 7∩X 8(NE) 0.707 X 10∩X 13(BE) 0.729 X 1∩X 10(NE) 0.609 X 4∩X 14(BE) 0.729 8 X 8∩X 11(NE) 0.293 X 7∩X 8(BE) 0.44 X 7∩X 12(NE) 0.552 X 5∩X 7(BE) 0.703 X 7∩X 12(BE) 0.717 X 1∩X 14(NE) 0.598 X 10∩X 14(NE) 0.728 9 X 2∩X 12(NE) 0.292 X 7∩X 11(BE) 0.423 X 5∩X 12(NE) 0.537 X 6∩X 7(BE) 0.700 X 5∩X 12(BE) 0.716 X 1∩X 7(NE) 0.595 X 3∩X 14(NE) 0.727 10 X 4∩X 14(NE) 0.292 X 7∩X 14(NE) 0.418 X 10∩X 12(BE) 0.517 X 2∩X 7(BE) 0.698 X 10∩X 12(BE) 0.715 X 3∩X 9(NE) 0.593 X 8∩X 14(NE) 0.727 11 X 1∩X 4(NE) 0.278 X 10∩X 14(NE) 0.406 X 8∩X12(NE) 0.51 X 3∩X 7(BE) 0.695 X 8∩X 12(BE) 0.714 X 1∩X 5(BE) 0.583 X 12∩X 14(NE) 0.727 12 X 11∩X 12(NE) 0.278 X7∩ X 12(BE) 0.377 X 4∩X 8(NE) 0.500 X 7∩X 14(NE) 0.676 X 4∩X 8(NE) 0.710 X 2∩X 11(NE) 0.581 X 10∩X 13(NE) 0.709 13 X 4∩X 6(NE) 0.277 X 5∩X7(BE) 0.372 X 1∩X 12(BE) 0.487 X 7∩X 12(NE) 0.659 X 1∩X 12(NE) 0.708 X 2∩X 13(NE) 0.567 X 3∩X 13(NE) 0.708 14 X 12∩X 14(NE) 0.276 X 6∩X 7(BE) 0.363 X 3∩X 12(BE) 0.480 X 4∩X 6(NE) 0.616 X 3∩X 12(BE) 0.706 X 9∩X 14(NE) 0.563 X 8∩X 13(NE) 0.708 15 X 9∩X 12(NE) 0.267 X 8∩X 12(BE) 0.358 X 3∩X 13(NE) 0.474 X 4∩X 13(NE) 0.532 X 3∩X 13(NE) 0.703 X 9∩X 15(NE) 0.558 X 12∩X 13(NE) 0.708 16 X 1∩X 13(NE) 0.263 X 11∩X 14(NE) 0.327 X 8∩X 13(NE) 0.471 X 4∩X 8(NE) 0.518 X 8∩X 13(BE) 0.701 X 9∩X 16(NE) 0.556 X 4∩X 11(NE) 0.693 17 X 3∩X 13(NE) 0.263 X 9∩X 14(BE) 0.308 X 6∩X 12(BE) 0.470 X 4∩X 11(NE) 0.514 X 6∩X 12(BE) 0.695 X 9∩X 17(NE) 0.553 X 2∩X 4(NE) 0.691 18 X 12∩X 13(NE) 0.256 X 2∩X 14(NE) 0.306 X 13∩X 14(NE) 0.469 X 4∩X 9(NE) 0.466 X 13∩X 14(NE) 0.691 X 9∩X 18(NE) 0.549 X 2∩X 13(NE) 0.691 19 X 7∩X 9(NE) 0.254 X 2∩X 9(NE) 0.296 X 4∩X 12(BE) 0.465 X 4∩X 10(NE) 0.458 X 4∩X 12(BE) 0.690 X 9∩X 19(NE) 0.549 X 4∩X 13(NE) 0.691 20 X 2∩X 7(NE) 0.252 X 2∩X 11(NE) 0.288 X 9∩X 12(BE) 0.461 X 8∩X 11(NE) 0.452 X 9∩X 12(BE) 0.690 X 9∩X 20(NE) 0.549 X 1∩X 14(BE) 0.600
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Kaiyue YANG, Yongyong SONG, Dongqian XUE.
Paper Information
Received: Jan. 9, 2020
Accepted: --
Published Online: Apr. 23, 2021
The Author Email: XUE Dongqian (xuedq@snnu.edu.cn)
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