| Literature DB >> 35886243 |
Caiyao Xu1,2,3, Chen Qian3, Wencai Yang3, Bowei Li1,2,3, Lingqian Kong1,2,3, Fanbin Kong1,2,3.
Abstract
The quantitative analysis of the urban-rural integration development (URID) level and its driving factors is of great significance for the new-type urbanization of urban agglomerations. This study constructed a multidimensional framework in the perspective of a population-space-economy-society-ecology framework to measure the URID level from 2000 to 2020 and further explored the driving mechanism of the URID changes by a geographical detector model in the Hangzhou Bay urban agglomeration (HBUA). The results showed that the land-use change in the HBUA from 2000 to 2020 showed a typical characteristic of the transition between cultivated and construction land. The URID level in the HBUA improved from 0.294 in 2000 to 0.563 in 2020, and the year 2005 may have been the inflection point of URID in the HBUA. The URID level showed a significant spatial aggregation with high values. Hangzhou, Jiaxing, and Ningbo were hot spots since 2015, and the cold spots were Huzhou and Shaoxing. The population and spatial integration had more important impacts on URID levels in 2000, 2005, and 2020, while economic and social integration had more significant impacts on URID levels in 2010 and 2015. This study provided a deeper understanding of the evolution of URID in an urban agglomeration and could be used as a reference for decision makers.Entities:
Keywords: Hangzhou Bay; geographical detector model; urban agglomeration; urbanization
Mesh:
Year: 2022 PMID: 35886243 PMCID: PMC9320824 DOI: 10.3390/ijerph19148390
Source DB: PubMed Journal: Int J Environ Res Public Health ISSN: 1660-4601 Impact factor: 4.614
Figure 1The theoretical framework of URID. GDP represents the gross domestic product.
Figure 2The location of the study area.
The measurement indicator system of URID and the summary statistics of variables.
| Target Layer | First-Level Indicators | Second-Level Indicators | Calculation or Description of the Indicators | Indicator Code | Indicator Property | Mean | SD |
|---|---|---|---|---|---|---|---|
| Urban-rural integration development | Population integration | Population interaction level | Proportion of the sum of the immigrant and the emigrant population to the total population, % | X1 | + | 1.984 | 1.083 |
| Population urbanization rate | Proportion of urban population to permanent population, % | X2 | + | 60.500 | 11.157 | ||
| Ratio of non-agricultural employment | Ratio of employees in the secondary and tertiary industries to employees in the primary industry, % | X3 | + | 9.147 | 9.105 | ||
| Road passenger volume | 10,000 persons | X4 | + | 11,478.636 | 8532.097 | ||
| Economic integration | Economic development level | GDP per capita, CYN 10,000 per person | X5 | + | 6.685 | 4.384 | |
| Per capita income ratio of urban and rural residents | Per capita disposable income of urban households/per capita disposable income of rural households | X6 | + | 1.957 | 0.214 | ||
| Dual contrast coefficient | (output value of primary industry/employees of primary industry)/(output value of secondary and tertiary industries/employees of secondary and tertiary industries) | X7 | + | 0.458 | 0.260 | ||
| Wealth status | Savings deposit of urban and rural household at the year-end/number of permanent residents, CYN 100 million per person | X8 | + | 4.883 | 3.568 | ||
| Social integration | Endowment insurance coverage rate | Number of persons in the urban and rural old-age security/number of permanent residents, % | X9 | + | 30.594 | 19.700 | |
| Educational situation | Number of students in secondary school and above/number of permanent residents, % | X10 | + | 7.249 | 1.677 | ||
| Medical condition | Number of beds in health institutions per 10,000 people | X11 | + | 40.531 | 14.713 | ||
| Cultural construction | Number of books in public libraries per capita, volumes per person | X12 | + | 1.003 | 0.690 | ||
| Spatial integration | Land development intensity | Proportion of construction land area, % | X13 | + | 11.733 | 7.414 | |
| Urban land expansion | Crop sewn area/construction land area | X14 | + | 17.894 | 25.209 | ||
| Traffic network density | Total length of highways/total land area, km/km2 | X15 | + | 1.006 | 0.455 | ||
| Number of private cars owned | Civilian car ownership/number of permanent residents, vehicles per 10,000 people | X16 | + | 1289.364 | 1150.207 | ||
| Ecological integration | Urban and rural water environment status | Industrial wastewater discharge volume, 10,000 tons | X17 | − | 19,577.301 | 20,259.963 | |
| Urban and rural pollution control capability | Comprehensive utilization rate of industrial solid waste, % | X18 | + | 93.804 | 7.631 | ||
| Urban and rural contamination status | Agricultural chemical fertilizer application amount, 10,000 tons | X19 | − | 7.747 | 4.066 | ||
| Urban and rural greening level | Greening coverage rate of built-up areas, % | X20 | + | 37.249 | 6.486 |
The critical p-values and z-scores for different confidence levels.
| z-Score | Confidence Level | |
|---|---|---|
| <−1.65 or >+1.65 | <0.10 | 90% |
| <−1.96 or >+1.96 | <0.05 | 95% |
| <−2.58 or >+2.58 | <0.01 | 99% |
Figure 3The result of statistical significance testing for Gi*.
Types of interaction between two variables.
| Graphical Representation | Description | Interaction Type | |
|---|---|---|---|
|
| Q(X1∩X2) < Min(Q(X1), Q(X2)) | Weaken, nonlinear 1 | |
| Min(Q(X1), Q(X2)) < Q(X1∩X2) < Max(Q(X1), Q(X2)) | Weaken, uni- 2 | ||
| Q(X1∩X2) > Max(Q(X1), Q(X2)) | Enhance, bi- 3 | ||
| Q(X1∩X2) = Q(X1) + Q(X2) | Independent 4 | ||
| Q(X1∩X2) > Q(X1) + Q(X2) | Enhance, nonlinear 5 |
● Min(Q(X1), Q(X2)), ● Max(Q(X1)), Q(X2)), ● Q(X1) + Q(X2), ▼ Q(X1∩X2). Q(X1) is the Q value of variable X1; Q(X2) is the Q value of variable X2; Q(X1∩X2) is the Q value of the interaction between variables X1 and X2. 1 Impacts of single variables are nonlinearly weakened by the interaction of two variables. 2 Impacts of single variables are uni-variably weakened by the interaction. 3 Impact of single variables are bi-variably enhanced by the interaction. 4 Impacts of variables are independent. 5 Impacts of variables are nonlinearly enhanced.
Figure 4Characteristics of land-use change in HBUA from 2000 to 2020.
Figure 5Area proportion of different land-use types in HBUA from 2000 to 2020.
Figure 6Temporal characteristics of URID level at study-area scale (a) and city-level scale (b). In (a), the same lowercase letter indicates that the URIDI has no significant difference between different years (p > 0.05) and different lowercase letters indicate that the URIDI has a significant difference between different years (p < 0.05). The error bars represent the standard deviation.
Figure 7Spatial pattern characteristics of URID in HBUA from 2000 to 2020.
Figure 8Contributions of variables to URID changes investigated by the factor detector from 2000 to 2020.
Figure 9Interaction detection of influencing factors of URID level in HBUA from 2000 to 2020. The interaction with the highest Q value in each year is marked. The size of the dots represents the Q value of the interaction between two variables. The different colors indicate the interaction types of each two variables (Table 3). The variables X8 and X9 in 2000 were excluded because their variances both were 0.
Figure 10The ecological detector result of influencing factors of URID level of HBUA from 2000 to 2020. “Y” represents a statistically significant difference between the two variables with the confidence of 95%; “N” indicates that the two variables had no significant difference. The variables X8 and X9 in 2000 were excluded because their variances both were 0.