A Study on the Spatial, Structural, and Cultural Differentiation of Traditional Villages in Western Henan Using Geographic Detectors and ArcGIS
Abstract
:1. Introduction
1.1. Research Background
1.2. Research Questions
1.3. Research Objectives
2. Data and Methods
2.1. Data Sources
2.2. Research Methods
2.2.1. ArcGis Spatial Analysis Method
2.2.2. Multi-Factor GeoDetector Analysis Method
2.2.3. Cultural Geography Spatial Zone Method
3. Results
3.1. Analysis Results of the Spatial Distribution of Traditional Villages
3.1.1. Results of the Spatial Distribution Correlation Analysis
- The value of Moran’s I ranges from −1 to 1. When Moran’s I is greater than 0, larger values indicate a stronger spatial correlation. If Moran’s I is 0, it signifies a random spatial distribution. Conversely, negative values (less than 0) indicate spatial dispersion, with smaller values suggesting more pronounced dispersion. The p-value represents the probability, where smaller p-values enhance the confidence level of the results. The Z-value, indicating the deviation of a dataset, ranges between −2.58 and 2.58. It is categorized into seven intervals: Z < −2.58; −2.58 to −1.96; −1.96 to −1.65; −1.65 to 1.65; 1.65 to 1.96; 1.96 to 2.58; and Z > 2.58. The combination of the Z-value and p-value supports the reliability of the research findings;
- The spatial Moran’s index for the western region of Henan is greater than zero and exceeds the expected value, suggesting a positive spatial correlation in the distribution of traditional villages in this area. Since Z < 2.58 and p > 0.01, the results demonstrate that the spatial distribution of traditional villages in the western region of Henan is not random (Figure 2a). These data provide important clues for further research.
3.1.2. Analysis of Spatial Distribution Clustering
3.2. Relationship Between the Spatial Distribution of Traditional Villages and Influencing Factors
- Relationship between Traditional Villages and Geographic Elevation (Table 6).
- 2.
- The Relationship between Traditional Villages and Terrain Slope (Table 7).
- 3.
- The Relationship between Traditional Villages and Slope Aspect (Table 8).
- 4.
- The Relationship between Traditional Villages and Rivers (Table 9).
- 5.
- The Relationship between Traditional Villages and Landforms (Table 10).
- 6.
- The Relationship between Traditional Villages and GDP (Table 11).
- 7.
- The Relationship between Traditional Villages and Major Roads (Table 12).
4. Discussion
4.1. Influencing Factors and Spatial Distribution
4.1.1. Single Influencing Factor and Spatial Distribution
- 1.
- Elevation
- 2.
- Slope and Slope Aspect
- 3.
- Rivers
- 4.
- Landforms
- 5.
- GDP and Roads
4.1.2. Multiple Influencing Factors and Spatial Distribution
4.2. Spatial Structure Characteristics
4.2.1. Spatial Orientation
4.2.2. Spatial Structure
4.3. Spatial Differentiation
4.3.1. Landform Types and Residential Forms
- 1.
- Cave dwellings
- 2.
- Cliff dwellings
- 3.
- Courtyard houses
4.3.2. Cultural Zoning
4.4. Limitations of This Study
5. Conclusions
- The spatial distribution of traditional villages in western Henan exhibits significant clustering and unevenness, with uneven distribution within various counties and considerable differences between them. The main concentrations are found in Lu County and Shanzhou District of Sanmenxia City, as well as Song County and Luoning County in Luoyang and Dengfeng City;
- Per capita GDP and distance from roads show a negative correlation with the distribution of traditional villages. In western Henan, the lower per capita GDP and the greater distance from roads in the mid-to-low mountainous and loess plateau areas provide a certain degree of protection for traditional villages, allowing them to be preserved;
- The overall spatial distribution of traditional villages in western Henan exhibits a clustered pattern characterized by “one core, three nodes, multiple regions.” In the western part, there is a north–south banded distribution, while in the eastern part, the layout follows a circular pattern along the Yellow River and the foothills of the mountains;
- Under different landform types, residential forms, village cultural zoning, and the distribution of specific cultural communities exhibit significant differences and regional characteristics. The traditional village culture in western Henan can be divided into two cultural sub-regions and five cultural communities.
Author Contributions
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Conflicts of Interest
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Region Name | Number of Villages | Percentage (%) | Density/(10 Thousands·km2) |
---|---|---|---|
Luoyang | 146 | 47.86% | 52.23 |
Sanmenxia | 127 | 41.63% | 45.43 |
Dengfeng | 26 | 8.52% | 9.30 |
Gongyi | 6 | 1.99% | 2.14 |
Total/Average | 305 | 100.00% | 27.28 |
Name | Number of Villages | Ranking | Percentage | Cumulative Percentage | Name | Number of Villages | Ranking | Percentage | Cumulative Percentage |
---|---|---|---|---|---|---|---|---|---|
Lushi | 58 | 1 | 19.01% | 19.01% | Yanshi | 8 | 12 | 2.62% | 92.73% |
Song | 41 | 2 | 13.44% | 32.45% | Gongyi | 6 | 13 | 1.96% | 94.69% |
Dengfeng | 26 | 3 | 8.52% | 40.97% | Luolong | 5 | 14 | 1.63% | 96.32% |
Shanzhou | 26 | 4 | 8.52% | 49.49% | Yichuan | 3 | 15 | 0.98% | 97.27% |
Luoning | 22 | 5 | 7.21% | 56.70% | Yiyang | 3 | 16 | 0.98% | 98.25% |
Xinan | 21 | 6 | 6.88% | 63.85% | Yima | 3 | 17 | 0.98% | 99.23% |
Mengjin | 20 | 7 | 6.55% | 70.13% | Hubin | 2 | 18 | 0.77% | 100% |
Lingbao | 20 | 8 | 6.55% | 76.68% | Laocheng | 0 | 19 | 0.00% | 100% |
Mianchi | 18 | 9 | 5.90% | 82.58% | Xigong | 0 | 20 | 0.00% | 100% |
Ruyang | 12 | 10 | 3.93% | 86.51% | Chanhe | 0 | 21 | 0.00% | 100% |
Luanchuan | 11 | 11 | 3.60% | 90.11% | Jianxi | 0 | 22 | 0.00% | 100% |
Analytical Methods | Formula | Formula Description |
---|---|---|
Moran’s I | (1) | The global Moran’s I index assesses the degree of spatial autocorrelation across the entire study area. n represents the number of spatial units in the study area, xi and xj are the observed values of spatial units i and j, is the mean of the observed values, wij represents the spatial weight matrix, and S0 is the sum of the spatial weight matrix. Its value ranges from −1 to 1, where positive values indicate clustering of similar values, negative values suggest dispersion of dissimilar values, and values close to 0 imply a random spatial distribution with no significant autocorrelation. Zi and Zj represent the means of the observed values for spatial units i and j, respectively, and Wij represents the spatial weight. |
Nearest Neighbor Index (NNI) | (2) | is the average theoretical nearest neighbor distance, represents the actual nearest neighbor distance, and D is the point density. The distribution of points can be divided into three states: uniform, random, and clustered. When R = 1, the distances between the points are neither too uniform nor too clustered, showing a random pattern; when R > 1, the distances between the indicated points show a uniform pattern; when R < 1, the distances between the indicated points show a clustering pattern. |
Geographic Concentration Index | (3) | G is the geographic concentration index for traditional villages, where Xi represents the number of traditional villages in the i-th study area. T is the total number of traditional villages. n denotes the number of administrative districts at the city level within the study area, and G0 is the geographic concentration index for the average distribution of traditional villages across cities. The G value ranges from 0 to 100, with a higher G value indicating a more concentrated distribution of traditional villages, while a lower G value indicates a more dispersed distribution. |
Inequality Index | (4) | Yi is the cumulative percentage of the number of traditional villages in each administrative district, ranked from largest to smallest within the study area. S is the Inequality Index, where 0 < S < 1, S = 1 indicates that traditional villages are completely concentrated in one city-level administrative district, and S = 0 indicates that traditional villages are evenly distributed across all cities. |
Kernel Density Estimation (KDE) | (5) | KDE(x) stands for kernel density estimation. K(x) is the kernel function, x − xk represents the distance between the estimation point and the sample point, N is the number of observation points, and h (h > 0) denotes the bandwidth, which represents the range of observation points (determined using the empirical rule in this study). |
Analytical Methods | Formula | Formula Description |
---|---|---|
GeoDetector | (6) | h = 1, 2, …, l represents the partitions of variable Y or factor X. and N denote the number of units in the h layer and the entire region. and are the variances of Y for the h layer and the overall region, respectively. The value q indicates the degree of influence that this factor or combination of factors has on the spatial differentiation of traditional villages; a larger q-value signifies a greater level of influence. |
Factor Type | Influencing Factors | Indicator | Indicator Meaning |
---|---|---|---|
Natural factors | Terrain factors | X1: Elevation/m | Extract the elevation of the village location |
X2: Slope/° | Extract the slope of the village location | ||
X3: Slope aspect/° | Extract the slope aspect of the village location | ||
Rivers factors | X4: Rivers | Extract the river distribution in the study area | |
Social factors | Economic factors | X5: Per capita/yuan | Extract the per capita GDP of the study area |
X6: Roads | Extract the road distribution in the study area | ||
X7: High way | Extract the distribution of Highway in the study area |
Elevation Range (m) | Quantity/Percentage | |
89~300 | 43/14.09% | |
301~500 | 78/25.57% | |
501~800 | 129/42.29% | |
801~1000 | 35/11.47% | |
1001~1300 | 16/5.24% | |
1301~2367 | 4/1.34% |
Slope Range | Quantity/Percentage | |
≤3° | 143/46.88% | |
3~5° | 63/20.65% | |
5~15° | 97/31.80% | |
15~25° | 3/0.67% | |
≥25° | 0 |
Slope Aspect Range | Quantity/Percentage | |
N | 43/14.09% | |
NW | 37/12.13% | |
NE | 32/10.49% | |
W | 47/15.40% | |
S | 42/13.77% | |
SW | 39/12.78% | |
SE | 38/12.45% | |
E | 28/8.89% |
Distance Interval | Quantity/Percentage | |
0~5 km | 115/37.70% | |
5~10 km | 85/27.86% | |
≥10 km | 105/34.44% |
Landform Type | Quantity/Percentage | |
Rocky mountainous areas | 189/61.96% | |
Alluvial plains | 30/9.83% | |
Loess plateaus | 36/11.80% | |
Loess hilly landforms | 50/16.41% |
GDP Range (¥) | Quantity/Percentage | |
42,000~47,000 | 3/13.63% | |
47,000~65,000 | 5/22.72% | |
65,000~81,000 | 4/18.18% | |
81,000~100,000 | 6/27.27% | |
100,000~120,000 | 3/13.63% | |
120,000~150,000 | 1/4.57% |
Distance Interval | Quantity/Percentage | |
0~5 km | 139/45.57% | |
5~10 km | 83/27.21% | |
≥10 km | 83/27.21% |
Elevation | Slope | Slope Aspect | GDP | Highway | Roads | Rivers | |
---|---|---|---|---|---|---|---|
q | 0.029050415 | 0.004007718 | 0.002141939 | 0.129966925 | 0.017023103 | 0.004209968 | 0.028572164 |
p | 0.000 | 0.000 | 0.008193393 | 0.000 | 0.000 | 0.01059635 | 0.000 |
Factor | Elevation | Slope | Slope Aspect | GDP | Highway | Roads | Rivers |
---|---|---|---|---|---|---|---|
Elevation | 0.029050415 | ||||||
Slope | 0.037999484 | 0.004007718 | |||||
Slope Aspect | 0.039767534 | 0.013212942 | 0.002141939 | ||||
GDP | 0.252375333 | 0.163010276 | 0.155434508 | 0.12996692 | |||
Highway | 0.050955226 | 0.025689005 | 0.027072227 | 0.16082464 | 0.017023103 | ||
Roads | 0.056563422 | 0.018866764 | 0.018074466 | 0.17857101 | 0.044408129 | 0.00420996 | |
Rivers | 0.125526966 | 0.056112644 | 0.046124897 | 0.31443457 | 0.068102223 | 0.07036238 | 0.02857216 |
Level | Center Coordinate Point | X-Axis Length | Y-Axis Length | Ellipse Flattening | Direction Angle |
---|---|---|---|---|---|
Provincial | E 111°48′45.620″, W 34°22′47.138″ | 115.7109455 | 65.90549276 | 0.43043 | 73.45671 |
National | E 111°47′47.802″, W 34°21′55.022″ | 111.8572783 | 71.15957669 | 0.363836 | 73.13002 |
Total | E 111°48′31.781″, W 34°22′34.666″ | 114.8083699 | 67.20562289 | 0.414628 | 73.38216 |
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Ge, Y.; Liu, Y.; Ma, Y.; Qin, Z.; Gan, Q.; Li, N. A Study on the Spatial, Structural, and Cultural Differentiation of Traditional Villages in Western Henan Using Geographic Detectors and ArcGIS. Sustainability 2024, 16, 10188. https://doi.org/10.3390/su162310188
Ge Y, Liu Y, Ma Y, Qin Z, Gan Q, Li N. A Study on the Spatial, Structural, and Cultural Differentiation of Traditional Villages in Western Henan Using Geographic Detectors and ArcGIS. Sustainability. 2024; 16(23):10188. https://doi.org/10.3390/su162310188
Chicago/Turabian StyleGe, Yipeng, Yang Liu, Yueshan Ma, Zihan Qin, Qizheng Gan, and Nan Li. 2024. "A Study on the Spatial, Structural, and Cultural Differentiation of Traditional Villages in Western Henan Using Geographic Detectors and ArcGIS" Sustainability 16, no. 23: 10188. https://doi.org/10.3390/su162310188
APA StyleGe, Y., Liu, Y., Ma, Y., Qin, Z., Gan, Q., & Li, N. (2024). A Study on the Spatial, Structural, and Cultural Differentiation of Traditional Villages in Western Henan Using Geographic Detectors and ArcGIS. Sustainability, 16(23), 10188. https://doi.org/10.3390/su162310188