
Spatial distribution and influencing factors of Surface Nibble Degree index in the severe gully erosion region of China's Loess Plateau
地理学报(英文版) ›› 2021, Vol. 31 ›› Issue (11) : 1575-1597.
Spatial distribution and influencing factors of Surface Nibble Degree index in the severe gully erosion region of China's Loess Plateau
In China's Loess Plateau severe gully erosion (LPGE) region, the shoulder-line is the most intuitive and unique manifestation of the loess landform, which divides a landform into positive and negative terrains (PNTs*The spatial combination model of PNTs is of great significance for revealing the evolution of the loess landform. This study modeled and proposed the Surface Nibble Degree (SND), which is a new index that reflects the comparison of the areas of PNTs. Based on 5 m DEMs and matched high-resolution remote sensing images, the PNTs of 172 complete watersheds in the LPGE were extracted accurately, and the SND index was calculated. The spatial distribution trend of SND was discussed, and the relationship between SND and the factors that affect the evolution mechanism of regional landform was explored further. Results show that: (1) The SND can be calculated formally. It can quantify the development of the loess landform well*2) The SND of the LPGE has evident spatial differentiation that increases from southwest to northeast. High values appear in Shenmu of Shaanxi, Shilou of Shanxi, and northern Yanhe River, whereas the low values are mainly distributed in the southern loess tableland and the inclined elongated ridge area of Pingliang in Gansu and Guyuan in Ningxia*3) In the Wuding River and Yanhe River, the SND decreases with the increase in flow length (FL*In the North-Luohe River and Jinghe River, the SND increases with FL*4) SND is significantly correlated with gully density and sediment modulus and moderately correlated with hypsometric integral. As for the mechanism factors analysis, the relationship between loess thickness and SND is not obvious, but SND increased first and then decreased with the increase of precipitation and vegetation in each geographical division, and we found that the land use type of low coverage grassland has greater erosion potential.
digital elevation model / shoulder-line / Surface Nibble Degree / spatial distribution / terrain factor / digital terrain analysis / Loess Plateau gully erosion region {{custom_keyword}} /
Figure 5 The Surface Nibble Degree of eight key watersheds on the Loess Plateau from south to north (a. Chunhua; b. Yijun; c. Ganquan; d. Yan'an; e. Yanchuan; f. Suide; g. Jiaxian; h. Shenmu) |
Table 1 Statistics of different landform types for key watershed samples on the Loess Plateau |
Name | P terrain (km2) | N terrain (km2) | Watershed (km2) | SND | Lon | Lat | Landform type |
---|---|---|---|---|---|---|---|
Chunhua | 30.8425 | 8.8657 | 39.7082 | 0.29 | 108.376 | 34.9018 | Loess tableland |
Yijun | 19.1229 | 7.6041 | 26.7170 | 0.40 | 109.408 | 35.4398 | Loess residual tableland |
Ganquan | 11.8106 | 7.5338 | 19.3444 | 0.64 | 109.546 | 36.2017 | Loess ridge |
Yan'an | 9.3437 | 9.0372 | 18.3809 | 0.97 | 109.430 | 36.5230 | Loess hilly-ridge |
Yanchuan | 9.4479 | 9.3030 | 18.7509 | 0.98 | 109.910 | 36.7351 | Loess hilly-ridge |
Suide | 6.6881 | 5.8591 | 12.5472 | 0.87 | 110.332 | 37.5688 | Loess hill |
Jiaxian | 6.6615 | 6.7144 | 13.3759 | 1.01 | 110.534 | 37.9655 | Loess hill |
Shenmu | 5.5759 | 6.1503 | 11.7262 | 1.10 | 110.778 | 38.5685 | Loess hilly-ridge |
Figure 6 The Surface Nibble Degree of the 164 general watersheds in the Loess Plateau severe gully erosion region |
Table 2 Statistics of latitude and longitude of general watershed samples on the Loess Plateau |
Number | Lat | Lon | Number | Lat | Lon |
---|---|---|---|---|---|
1 | 110.033 | 37.0707 | 12 | 110.198 | 38.1848 |
2 | 107.951 | 35.3999 | 13 | 109.222 | 37.0174 |
3 | 106.835 | 35.7482 | 14 | 109.474 | 37.3572 |
4 | 107.231 | 35.4794 | 15 | 110.83 | 36.8835 |
5 | 110.279 | 36.2634 | 16 | 110.495 | 37.3494 |
6 | 110.248 | 36.1131 | 17 | 110.915 | 37.4759 |
7 | 110.802 | 38.772 | 18 | 111.382 | 39.1953 |
8 | 110.953 | 38.3863 | 19 | 110.758 | 36.5699 |
9 | 109.305 | 37.0718 | 20 | 109.894 | 36.4359 |
10 | 110.472 | 37.1896 | 21 | 107.331 | 35.1658 |
11 | 109.81 | 37.2797 | 22 | 111.117 | 39.1658 |
Number | Lat | Lon | Number | Lat | Lon |
23 | 109.984 | 38.0775 | 68 | 108.402 | 35.3774 |
24 | 111.052 | 37.8289 | 69 | 111.9215 | 39.2664 |
25 | 110.956 | 37.094 | 70 | 108.608 | 34.8039 |
26 | 109.837 | 37.4431 | 71 | 108.087 | 35.2474 |
27 | 110.713 | 38.9347 | 72 | 110.318 | 37.4710 |
28 | 110.65 | 37.9804 | 73 | 110.700 | 37.3854 |
29 | 110.771 | 37.8817 | 74 | 109.429 | 37.7926 |
30 | 110.758 | 37.0093 | 75 | 110.834 | 38.9883 |
31 | 110.746 | 38.1056 | 76 | 110.918 | 36.4765 |
32 | 106.763 | 36.0591 | 77 | 106.964 | 35.3487 |
33 | 106.554 | 35.6681 | 78 | 110.379 | 38.0940 |
34 | 106.931 | 36.6177 | 79 | 108.403 | 36.4414 |
35 | 107.137 | 36.5798 | 80 | 107.818 | 35.5294 |
36 | 106.513 | 35.9951 | 81 | 107.225 | 36.8137 |
37 | 107.0 | 35.7445 | 82 | 110.584 | 36.0768 |
38 | 110.384 | 36.4940 | 83 | 111.294 | 38.8903 |
39 | 107.070 | 35.9556 | 84 | 109.696 | 35.6187 |
40 | 107.309 | 36.1977 | 85 | 110.174 | 36.2950 |
41 | 107.278 | 36.7339 | 86 | 109.767 | 36.4583 |
42 | 107.320 | 35.5627 | 87 | 110.722 | 36.6932 |
43 | 107.502 | 35.3238 | 88 | 109.793 | 37.2528 |
44 | 107.688 | 35.8767 | 89 | 111.491 | 38.8743 |
45 | 107.807 | 35.6414 | 90 | 108.942 | 37.0613 |
46 | 107.780 | 35.2545 | 91 | 109.081 | 37.2824 |
47 | 109.478 | 35.8585 | 92 | 109.287 | 37.5356 |
48 | 108.143 | 35.0713 | 93 | 109.502 | 37.7438 |
49 | 107.817 | 36.1229 | 94 | 111.186 | 38.9767 |
50 | 107.695 | 36.3004 | 95 | 111.017 | 37.178 |
51 | 107.906 | 36.5821 | 96 | 110.241 | 36.8861 |
52 | 108.025 | 36.9507 | 97 | 109.559 | 37.8908 |
53 | 108.005 | 35.8717 | 98 | 108.712 | 37.2122 |
54 | 107.179 | 37.0657 | 99 | 108.594 | 37.2009 |
55 | 107.623 | 37.1344 | 100 | 108.407 | 37.2424 |
56 | 107.778 | 37.2294 | 101 | 108.712 | 36.7946 |
57 | 109.625 | 37.5820 | 102 | 108.171 | 37.0806 |
58 | 107.553 | 35.2536 | 103 | 107.394 | 36.9248 |
59 | 109.049 | 35.6990 | 104 | 109.59 | 37.0042 |
60 | 109.731 | 35.2954 | 105 | 109.3 | 36.8327 |
61 | 109.626 | 35.3987 | 106 | 108.733 | 36.976 |
62 | 107.540 | 36.0237 | 107 | 110.518 | 36.7005 |
63 | 111.236 | 37.6664 | 108 | 111.093 | 38.5642 |
64 | 110.591 | 36.4738 | 109 | 110.52 | 37.6902 |
65 | 109.551 | 36.8988 | 110 | 110.812 | 36.7609 |
66 | 108.329 | 35.1554 | 111 | 110.746 | 36.3063 |
67 | 108.254 | 35.2298 | 112 | 110.128 | 36.5689 |
Number | Lat | Lon | Number | Lat | Lon |
113 | 109.664 | 36.3772 | 139 | 110.218 | 37.7938 |
114 | 109.697 | 36.606 | 140 | 110.093 | 37.6126 |
115 | 109.322 | 36.5958 | 141 | 109.943 | 37.8034 |
116 | 109.104 | 36.7068 | 142 | 110.936 | 37.9112 |
117 | 108.275 | 36.7145 | 143 | 110.332 | 37.0434 |
118 | 108.693 | 36.4447 | 144 | 110.055 | 37.2545 |
119 | 108.899 | 36.293 | 145 | 109.138 | 35.9500 |
120 | 110.478 | 38.5782 | 146 | 109.397 | 35.2169 |
121 | 108.031 | 36.2957 | 147 | 109.647 | 37.7163 |
122 | 107.493 | 36.3935 | 148 | 110.572 | 36.4798 |
123 | 106.711 | 36.7131 | 149 | 110.693 | 38.1253 |
124 | 106.828 | 36.2325 | 150 | 111.352 | 39.0003 |
125 | 109.811 | 36.0532 | 151 | 111.451 | 39.2793 |
126 | 109.424 | 35.8032 | 152 | 109.841 | 38.2649 |
127 | 109.213 | 35.7367 | 153 | 110.302 | 37.9837 |
128 | 109.111 | 35.9684 | 154 | 110.687 | 37.5559 |
129 | 107.887 | 35.7404 | 155 | 109.563 | 35.4001 |
130 | 107.799 | 35.9819 | 156 | 111.153 | 37.4615 |
131 | 107.291 | 35.7277 | 157 | 110.331 | 36.9478 |
132 | 109.42 | 35.6105 | 158 | 108.461 | 35.7526 |
133 | 109.6 | 35.4757 | 159 | 110.415 | 35.5783 |
134 | 109.358 | 35.4727 | 160 | 108.688 | 36.4855 |
135 | 108.848 | 35.0658 | 161 | 111.830 | 39.4029 |
136 | 107.848 | 35.1926 | 162 | 111.752 | 39.5629 |
137 | 106.735 | 35.4812 | 163 | 110.829 | 38.6034 |
138 | 110.58 | 38.4604 | 164 | 110.332 | 38.0383 |
Figure 8 SND changes with the flow length in each watershed of the Yellow River Basin (a. Wuding River; b. Yanhe River; c. North-Luohe River; d. Jinghe River)SND changes with the flow length in each watershed of the Yellow River Basin (a. Wuding River;b. Yanhe River; c. North-Luohe River; d. Jinghe River) |
Figure 10 The relationship between Surface Nibble Degree with LTs (a) and NDVI - AP (b) in different geographical divisions (LT -loess thickness; AP - annual precipitation; NDVI - normalized difference vegetation index; LWG - loess wide gully; SCLH - sand-covered loess hill; LH - loess hill; LR - loess ridge; LT - loess tableland; LRH - loess rocky hill) |
Figure 11 The relationships between Surface Nibble Degree and LUTs in different geographical divisions of the Loess Plateau (LUTs - land use types; LWG - loess wide gully; SCLH - sand-covered loess hill; LH - loess hill; LR - loess ridge; LT - loess tableland; LRH - loess rocky hill) |
Table 3 Statistics of land use types and areas in different geographical divisions of the Loess Plateau (SST - sandstorm transition; LWG - loess wide gully; SCLH - sand-covered loess hill; LIMB - loess inter-montane basin; LH - loess hill; LR - loess ridge; LT - loess tableland; LRH - loess rocky hill; BRM - bed-rocky mountains; RAP - river alluvial plain; HCGL - high coverage grassland; MCGL - medium coverage grassland; LCGL - low coverage grassland) |
SST | LWG | SCLH | LIMB | LH | LR | LRH | LT | BRM | RAP | |
---|---|---|---|---|---|---|---|---|---|---|
Dry land (%) | 40.20 | 40.18 | 48.88 | 54.75 | 43.42 | 41.03 | 17.06 | 43.67 | 33.77 | 67.83 |
Woodland (%) | 10.34 | |||||||||
Shrubland (%) | 10.52 | 27.06 | 13.55 | |||||||
HCGL (%) | 13.01 | |||||||||
MCGL (%) | 10.81 | 42.11 | 17.30 | 20.56 | 35.87 | 21.66 | 30.53 | 24.95 | 18.47 | |
LCGL (%) | 31.21 | 11.95 | 24.47 | 16.18 | 20.50 | 14.70 | 13.62 |
[1] |
Remote sensing is recognized as a powerful and efficient tool that provides a comprehensive view of large areas that are difficult to access, and also reduces costs and shortens the timing of projects. The purpose of this study is to introduce effective parameters using remote sensing data and subsequently predict gully erosion using statistical models of Density Area (DA) and Information Value (IV), and data mining based Random Forest (RF) model and their ensemble. The aforementioned models were employed at the Tororud-Najarabad watershed in the northeastern part of Semnan province, Iran. For this purpose, at first using various resources, the map of the distribution of the gullies was prepared with the help of field visits and Google Earth images. In order to analyse the earth's surface and extraction of topographic parameters, a digital elevation model derived from PALSAR (Phased Array type L-band Synthetic Aperture Radar) radar data with a resolution of 12.5 meters was used. Using literature review, expert opinion and multi-collinearity test, 15 environmental parameters were selected with a resolution of 12.5 meters for the modelling. Results of RF model indicate that parameters of NDVI (normalized difference vegetation index), elevation and land use respectively had the highest effect on the gully erosion. Several techniques such as area under curve (AUC), seed cell area index (SCAI), and Kappa coefficient were used for validation. Results of validation indicated that the combination of bivariate (IV and DA models) with the RF data-mining model has increased their performance. The prediction accuracy of AUC and Kappa values in DA, IV and RF are (0.745, 0.782, and 0.792) and (0.804, 0.852, and 0.860) and these values in ensemble models of DA-RF and IV-RF are (0.845, and 0.911) and (0.872, and 0.951) respectively. Results of SCAI show that ensemble models had a good performance, so that, with increasing of sensitivity, the values of SCAI have decreased. Based on results, determination of gullies and assessing the process of gullying through remote sensing technology in combination with field observations and accurate statistical and computer methods can be a suitable methodology for predicting areas with gully erosion potential.
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Topographic feature points and lines are the framework of topography, and their spatial distance relationship is an breakthrough in the study of topographical geometry, internal structure and development level. Proximity distance (PD) is an indicator to describe the distance between the gully source point (GSP) and the watershed boundary. In the upstream catchment area, PDs can be expressed by the streamline proximity distance (SPD), as well as by the horizontal proximity distance (HPD) and the vertical proximity distance (VPD) in the horizontal and vertical dimensions, respectively. The series of indicators (e.g., SPD, HPD and VPD) are important for quantifying the geomorphological development process of a loess basin because of the headward erosion of loess gullies. In this study, the digital elevation model data with 5 m resolution and a digital topographic analysis method are used for the statistical analyses of the SPD, VPD and HPD in 50 sample areas of 6 geomorphic types in the Loess Plateau of northern Shaanxi. The spatial characteristics and the influencing factors are also analysed. Results show that: 1) Central tendencies for the HPDs and the VPDs for the whole study area and the six typical loess landforms are evident. 2) Spatial patterns of the HPDs and the VPDs exhibit evident trends and zonal distributions over the whole study area. 3) The HPDs have a strong positive correlation with gully density (GD) and hypsometric integral. The VPDs also correlates with GD to an extent. Vegetation cover, mean annual precipitation and loess thickness have stronger effects on the VPD than on the HPD.
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