Abstract
The spatial and temporal evolution process of the water and soil resource carrying capacity in artificial oases in the arid zone of China was accurately revealed. This study constructs a water and soil resource analysis system based on system dynamics. It integrates cloud theory and hierarchical analysis to analyze the evolutional trend of the water and soil resource carrying capacity in irrigation areas. The spatial analysis technique was used to obtain a raster map of the spatial and temporal characteristics of the influencing factors, and analyze the evolutionary characteristics of the water and soil resources carrying capacity by integrating multi-source data. The results showed that: (1) the evaluation clouds of water and soil resources carrying capacity in 2002, 2010, and 2018 were (0.5034, 0.0236, 0.0071), (0.5586, 00218, 0.0062), and (0.5989, 0.0249, 0.0061), respectively. This showed that the carrying capacity of water and soil resources was transitioning from ‘critical bearing’ to ‘good bearing’, but the evolution rate was gradually decreasing; (2) from 2002 to 2018, the size of the ‘good bearing’ area increased by 8.38%, while the size of the ‘severe bearing’ area decreased by 6.4%; (3) the degree of dramatic evolution of the carrying capacity of water and soil resources is: continuous change > pre-change > post-change > continuous stable > repeated change; (4) the serious carrying capacity area shows a spatial pattern of decreasing in an arc from the town to the surrounding areas. The results showed that water and soil resource-carrying capacity of the irrigation area shows a healthy and continuous spatial and temporal evolution trend.
HIGHLIGHTS
Coupling SD, multilevel fuzzy theory and cloud model were used to assess the carrying capacity of water and soil resources.
Based on Arc GIS and ENVI we showed the spatial distribution characteristics of regional environmental conditions.
The carrying capacity of water and soil resources shows a healthy evolution trend, and the evolution rate slows down gradually.
Graphical Abstract
INTRODUCTION
The carrying capacity of water and land resources refers to the maximum capacity of water and soil resources to support social development and ecosystems in a specific region. The arid desert areas of northwest China are rich in land resources and have sufficient light and heat conditions, but water resources are relatively scarce and unevenly located for space. Disharmony of water and soil resources in arid desert areas has been greatly alleviated by water-lifting irrigation, and on this basis, artificial oases have gradually evolved, but the ecological background of the arid desert areas is fragile and very sensitive to the response of water and soil resources development in the context of irrigation. The injection of external water resources has changed the original land resource evolution process in the arid desert areas. The unique climate of low precipitation, high evaporation and large temperature difference have a long-term and stereoscopic driving impact on the background of regional water and soil resources, which drives the evolution of the water and soil resource-bearing state of the artificial oasis in a complex system (Xu 2010; Angelovicová & Fazekašová 2014; Felix et al. 2018; Xu et al. 2019, 2021). As a result, long-term monitoring data, spatial remote sensing data, and other data are needed to reveal the influence process and driving mechanism of each driving factor for the water and soil resource carrying capacity on spatial and temporal scales, and to contribute to the study of soil and water resource carrying capacity evolution in arid areas.
The carrying state of water and soil resources is affected by the multilayer coupling of natural climate, hydrogeology and human activities (Setegn et al. 2009; Lv 2015; Vogeler et al. 2016; Lamsal et al. 2017). Accurately revealing its spatial and temporal evolution patterns, dynamics mechanisms of driving processes and coupling relationships are the hot spots and difficulties in the field of soil and water environment. In recent years, numerous people have conducted extensive research on the carrying capacity of water and soil resources on the regional scale. Among them, Ait-Aoudia & Berezowska-Azzag (2014) analyzed the correlation between water resources and human production activities in Algiers from the perspective of water resources carrying capacity for the population; Motoshita et al. (2020) assessed the sustainability of freshwater water supply on a global scale from the depletion value of the freshwater water carrying capacity in a single regional context; Williams et al. (2017) combined a population growth model and a land resource to food supply model to synthesize an analytical model for quantitative analysis of land use change and population carrying support capacity. Jayanthi et al. (2020) used hierarchical analysis of a multicriteria decision method to conduct a systematic analysis of land resource carrying characteristics in four broad categories: land type, water quality, soil characteristics and infrastructure availability. Jiang et al. (2011) established a projection tracing evaluation model based on a particle swarm optimization algorithm to evaluate the carrying capacity of each water resource unit within the Three Rivers Plain; Ren et al. (2011) technically integrated the principal component analysis method with the projection tracing transformation model and used it in the comprehensive evaluation of the carrying capacity of water and soil resources in the Three Rivers Plain. The above studies have achieved many results, but there are still shortcomings. Firstly, in terms of research objects, the current research mainly takes administrative regions (such as provinces, cities and counties) as evaluation units, and there is little research on the long series of water and soil resources carrying capacity under raster cells, while the visualization of data on raster cells is more obvious; secondly, in terms of research methods, the existing research mainly focuses on the study of water resources and land resources, and the details of their coupling and driving mechanism are not sufficiently revealed. In addition, the exploration of the spatial and temporal evolution of water and soil resources bearing capacity at the regional scale is not systematic enough, and the spatial changes of water and soil resources bearing status and evolutionary flow direction are not sufficiently considered. The cloud model has a unique advantage in portraying the fuzzy and uncertainty problems of fuzzy evaluation systems, and can quantitatively reveal the actual water and soil resource bearing state of the artificial oasis in arid desert areas.
In order to clarify the driving process and spatial and temporal evolution of water and soil resource carrying capacity of the artificial oasis in the arid zone, this paper uses the Jingtaichuan Pumping Irrigation District (hereinafter referred to as Jingdian Irrigation District) in northwestern China as the research object. Realizing the dynamic prediction of water and soil resource carrying capacity under future scenarios by studying the spatial and temporal evolution of water and soil resource carrying capacity. The system dynamics principle and multilevel fuzzy theory are introduced to analyze the driving factors of water and soil resource carrying systems. The evaluation model is constructed based on the cloud model, the golden division method and the combined assignment method, combining long series monitoring data, spatial telemetry and geographic information data to ensure the reliability and comprehensiveness of the evaluation results. Based on the above methods and data, the water and soil resource carrying capacity assessment and spatial and temporal evolution analysis of the study area were carried out. The objectives of this study were: (1) to study the spatial and temporal evolution process and characteristics of the drivers; (2) to evaluate the bearing capacity of water and soil resources and their evolution pattern from 2002 to 2018; (3) to reveal the changed pattern and evolution flow of the bearing state of water and soil resource; (4) to enrich and promote the optimal allocation of water and soil resource in the irrigation area.
MATERIALS AND METHODS
Study area
Multilevel fuzzy evaluation index system construction
Multilevel fuzzy evaluation index system for water and soil resource carrying system.
Multilevel fuzzy evaluation index system for water and soil resource carrying system.
Data source and data processing
This paper analyzes the relevant data since the operation of the irrigation district and investigates the key nodes of the change of water and soil resources carrying capacity, the years 2002, 2010 and 2018 were finally selected as the representative research years. In 2002, the first phase of the irrigation district was completed, and the irrigated area was 38,500 hm2, with an annual water-lifting volume of 322 million m3; in 2010, the second phase of the irrigation district was completed, the irrigated area and the annual water-lifting volume increased to 49,200 hm2 and 386 million m3; in 2018, the irrigation area was basically the same as its current situation, the irrigated area increased to 60,500 hm2 and the annual water-lifting volume increased to 460 million m3 (Liu 2018). In this paper, the data required for the study were obtained by means of long series monitoring, spatial data download and regional information survey. Monitoring data were collected through field surveys and information such as land survey reports were obtained from the irrigation district management. The nature and sources of evaluation indicator data are listed in Table 1.
Evaluation index data sources
Indicators . | Nature of data . | Acquisition method . |
---|---|---|
Topography A | Spatial data | Geospatial Data Cloud (http://www.gscloud.cn/) + ArcGIS10.2 analysis extraction |
Climate B | Spatial data + Geological survey data | Geospatial Data Cloud + <Report on Hydrogeological Survey/Census of the Hexi Corridor > (2015) |
Soil C | Long series monitoring data + Economic and social data | Spatial sampling point deployment monitoring + < Land Survey Report of Jingtaichuan Irrigation District for All Years > (1971–2018) |
Water resources D | Long series monitoring data | Spatial monitoring point deployment + Groundwater quality physical and chemical property analysis extraction + Surface irrigation water monitoring equipment |
Natural disturbance E | Spatial data + Long series monitoring data + Economic and social data | Remote sensing interpretation + <Report on the Land Survey of Jingtaichuan Irrigation District in the past years > (1971–2018) |
Human disturbance F | Economic and social data | <Jingtai County Statistical Yearbook > (1971–2018) + <Report on the Land Survey of Jingtaichuan Irrigation District in the past years > (1971–2018) |
Indicators . | Nature of data . | Acquisition method . |
---|---|---|
Topography A | Spatial data | Geospatial Data Cloud (http://www.gscloud.cn/) + ArcGIS10.2 analysis extraction |
Climate B | Spatial data + Geological survey data | Geospatial Data Cloud + <Report on Hydrogeological Survey/Census of the Hexi Corridor > (2015) |
Soil C | Long series monitoring data + Economic and social data | Spatial sampling point deployment monitoring + < Land Survey Report of Jingtaichuan Irrigation District for All Years > (1971–2018) |
Water resources D | Long series monitoring data | Spatial monitoring point deployment + Groundwater quality physical and chemical property analysis extraction + Surface irrigation water monitoring equipment |
Natural disturbance E | Spatial data + Long series monitoring data + Economic and social data | Remote sensing interpretation + <Report on the Land Survey of Jingtaichuan Irrigation District in the past years > (1971–2018) |
Human disturbance F | Economic and social data | <Jingtai County Statistical Yearbook > (1971–2018) + <Report on the Land Survey of Jingtaichuan Irrigation District in the past years > (1971–2018) |
In order to realize the spatial faceting of long series monitoring data, the source data need to be applied to ArcGIS for spatial interpolation, and the commonly used interpolation methods are divided into several categories such as inverse distance weight method, natural neighbor method, and ordinary kriging method. Using the normal QQ test of Origin9.1 to test the normality of the sample source data, and the results showed that the above index data satisfied the normal distribution. The cross-validation method and error matrix were introduced to verify and analyze the interpolation accuracy of the results (Sawaya et al. 2003; Ma et al. 2018), and the optimal interpolation method for each element index was finally optimized (Table 2).
Interpolation method and accuracy of each evaluation index factor
Characteristic factors . | Interpolation model . | MAE . | MRE . | RMSE . | Total accuracy (%) . | Kappa coefficient . |
---|---|---|---|---|---|---|
Soil salinity (%) | Inverse distance weight interpolation (power 2) | 0.127 | 0.018 | 0.052 | 71.63 | 0.7176 |
Soil electrical conductivity (S/m) | Ordinary kriging (spherical function) | 0.081 | 0.007 | 0.038 | 63.17 | 0.6522 |
Surface irrigation volume (million m3) | Inverse distance weight interpolation (power 2) | 0.475 | 0.053 | 0.301 | 72.35 | 0.7165 |
Groundwater depth (m) | Inverse distance weight interpolation (power 3) | 0.363 | 0.037 | 0.225 | 71.56 | 0.7083 |
Mineralization of groundwater (g/L) | Inverse distance weight interpolation (power 3) | 0.141 | 0.014 | 0.037 | 69.12 | 0.6931 |
Average annual precipitation (mm) | Inverse distance weight interpolation (power 2) | 8.66 | 0.823 | 4.781 | 70.18 | 0.7001 |
Average annual evaporation (mm) | Inverse distance weight interpolation (power 3) | 18.42 | 1.782 | 10.03 | 73.07 | 0.7208 |
Characteristic factors . | Interpolation model . | MAE . | MRE . | RMSE . | Total accuracy (%) . | Kappa coefficient . |
---|---|---|---|---|---|---|
Soil salinity (%) | Inverse distance weight interpolation (power 2) | 0.127 | 0.018 | 0.052 | 71.63 | 0.7176 |
Soil electrical conductivity (S/m) | Ordinary kriging (spherical function) | 0.081 | 0.007 | 0.038 | 63.17 | 0.6522 |
Surface irrigation volume (million m3) | Inverse distance weight interpolation (power 2) | 0.475 | 0.053 | 0.301 | 72.35 | 0.7165 |
Groundwater depth (m) | Inverse distance weight interpolation (power 3) | 0.363 | 0.037 | 0.225 | 71.56 | 0.7083 |
Mineralization of groundwater (g/L) | Inverse distance weight interpolation (power 3) | 0.141 | 0.014 | 0.037 | 69.12 | 0.6931 |
Average annual precipitation (mm) | Inverse distance weight interpolation (power 2) | 8.66 | 0.823 | 4.781 | 70.18 | 0.7001 |
Average annual evaporation (mm) | Inverse distance weight interpolation (power 3) | 18.42 | 1.782 | 10.03 | 73.07 | 0.7208 |
Cloud model
Concept of cloud model and cloud generator principle
Evaluation standard cloud
Evaluation standard cloud of the water and soil resources carrying status.
Combined empowerment method
Affiliation degree cloud model and comprehensive evaluation cloud model
Spatial transfer matrix of water and soil resources carrying capacity
Spatial change pattern mapping of water and soil resources carrying capacity
Water and soil resources carrying capacity change pattern mapping adopts the principle of land class spatial flow change analysis. Based on the statistics of different water and soil resources carrying class mapping, characterizing the ‘space–property–process’ integrated evolution trend and trend of water and soil resources carrying status among different research nodes, which can reveal the pattern of water and soil resources carrying evolution and pattern under the scenario of spatial and temporal dynamic changes at the regional scale. Wang et al. (2011) and Gong et al. (2012) took into account the actual water and soil resources status in each study year in the irrigation area, we used S1, S2, S3, S4 and S5 to classify ‘severe bearing zone V1’, ‘slight bearing zone V2’, ‘critical bearing zone V3’, ‘safe bearing zone V4’ and ‘good bearing zone V5’ respectively. The spatial and temporal evolution patterns of the irrigation area water and soil resources carrying state mapping are defined into five types (Table 3).
Division of water and soil resources carrying state-changing pattern map
Change pattern . | Coding . | Change pattern characteristics . |
---|---|---|
Continuous changing type | S1 | The water and soil resources carrying status of the study area from the beginning to the end of the study shows a continuous, homogeneous and irreversible evolution of land type characteristics, and the change pattern can be characterized as ‘1-2-3-4’ type |
Recurrent changing type | S2 | The carrying state of water and soil resources in the study area shows turbulent changes at each study node, and the change pattern is not continuous and single, and the change pattern can be characterized as ‘1-2-1-2’ type |
Pre-changing type | S3 | The carrying state of water and soil resources in the study area only shows a dynamic evolutionary trend in the early or middle period of the study, and a stable stationary state in the middle and late period of the study, and the change pattern can be characterized as ‘1-2-2-2’ or ‘1-2-3-3’ type |
Post-changing type | S4 | The carrying state of water and soil resources in the study area only shows a dynamic evolution trend in the middle and late stage of the study, while it is stable and stationary in the early and middle stages of the study, and the change pattern can be characterized as ‘1-1-2-3’ or ‘1-1-1-2’ type |
Continuous stable type | S5 | The carrying state of water and soil resources in the study area shows a stationary land type characteristic evolution from the beginning to the end of the study, and the change pattern can be characterized as ‘1-1-1-1’ type |
Change pattern . | Coding . | Change pattern characteristics . |
---|---|---|
Continuous changing type | S1 | The water and soil resources carrying status of the study area from the beginning to the end of the study shows a continuous, homogeneous and irreversible evolution of land type characteristics, and the change pattern can be characterized as ‘1-2-3-4’ type |
Recurrent changing type | S2 | The carrying state of water and soil resources in the study area shows turbulent changes at each study node, and the change pattern is not continuous and single, and the change pattern can be characterized as ‘1-2-1-2’ type |
Pre-changing type | S3 | The carrying state of water and soil resources in the study area only shows a dynamic evolutionary trend in the early or middle period of the study, and a stable stationary state in the middle and late period of the study, and the change pattern can be characterized as ‘1-2-2-2’ or ‘1-2-3-3’ type |
Post-changing type | S4 | The carrying state of water and soil resources in the study area only shows a dynamic evolution trend in the middle and late stage of the study, while it is stable and stationary in the early and middle stages of the study, and the change pattern can be characterized as ‘1-1-2-3’ or ‘1-1-1-2’ type |
Continuous stable type | S5 | The carrying state of water and soil resources in the study area shows a stationary land type characteristic evolution from the beginning to the end of the study, and the change pattern can be characterized as ‘1-1-1-1’ type |
RESULTS AND ANALYSIS
Spatial and temporal distribution characteristics of indicator factors
Topographic factors
Spatial interpolation results of topographic factors in Jingdian irrigation area (a) elevation, (b) slope.
Spatial interpolation results of topographic factors in Jingdian irrigation area (a) elevation, (b) slope.
Climate factors
Spatial interpolation results of climate factors in Jingdian irrigation area (a) average annual evaporation, (b) average annual precipitation.
Spatial interpolation results of climate factors in Jingdian irrigation area (a) average annual evaporation, (b) average annual precipitation.
Soil salinity
Spatial interpolation results of soil salinity (a) 2002, (b) 2010, (c) 2018.
Soil electrical conductivity
Spatial interpolation results of soil electrical conductivity (a) 2002, (b) 2010, (c) 2018.
Spatial interpolation results of soil electrical conductivity (a) 2002, (b) 2010, (c) 2018.
Groundwater depth
Spatial interpolation results of groundwater depth (a) 2002, (b) 2010, (c) 2018.
Spatial interpolation results of groundwater depth (a) 2002, (b) 2010, (c) 2018.
Mineralization of groundwater
Spatial interpolation results of mineralization of groundwater (a) 2002, (b) 2010, (c) 2018.
Spatial interpolation results of mineralization of groundwater (a) 2002, (b) 2010, (c) 2018.
Surface irrigation volume
Spatial interpolation results of the surface irrigation volume (a) 2002, (b) 2010, (c) 2018.
Spatial interpolation results of the surface irrigation volume (a) 2002, (b) 2010, (c) 2018.
Vegetation coverage
Based on Landsat series remote sensing image data, the vegetation coverage of the irrigation area was calculated using the image dichotomous model. Considering the land use types in the study area, the vegetation coverage was divided into four classes, as listed in Table 4.
Vegetation coverage classification results of the Jingdian irrigation area
Classification . | Vegetation cover degree . | Land cover characteristic . |
---|---|---|
Very low coverage | <10% | Sandy land, Gobi, residential areas, etc. |
Low coverage | 10% ≤ VFC < 30% | Sparse grassland |
Medium coverage | 10% ≤ VFC < 30% | High-cover grassland, woodland and dryland |
High coverage | VFC ≥ 60% | Dense woodland, high-cover grassland and cultivated land |
Classification . | Vegetation cover degree . | Land cover characteristic . |
---|---|---|
Very low coverage | <10% | Sandy land, Gobi, residential areas, etc. |
Low coverage | 10% ≤ VFC < 30% | Sparse grassland |
Medium coverage | 10% ≤ VFC < 30% | High-cover grassland, woodland and dryland |
High coverage | VFC ≥ 60% | Dense woodland, high-cover grassland and cultivated land |
From the results (Figure 15) of spatial interpretation of vegetation coverage, it can be seen that the vegetation coverage of the irrigation area increased spatially significantly from 2002 to 2018, while due to the continuous improvement of the structure of irrigation distribution facilities in the Phase II irrigation area, the spatial and temporal trend of the gradual evolution from Phase I to Phase II irrigation area is characterized. The statistical vegetation coverage using the analysis and statistics module of ArcGIS10.2 obtained, we found that the percentage of very low vegetation coverage in the irrigation area decreased by 20.93% and the percentage of high vegetation coverage increased by 24.17% from 2002 to 2018, indicating that the overall trend of vegetation coverage in the irrigation area showed a transition from low cover to high cover.
Water–soil coordination
Spatial interpolation results of vegetation coverage (a) 2002, (b) 2010, (c) 2018.
Spatial interpolation results of vegetation coverage (a) 2002, (b) 2010, (c) 2018.
Spatial interpolation results of water–soil coordination (a) 2002, (b) 2010, (c) 2018.
Spatial interpolation results of water–soil coordination (a) 2002, (b) 2010, (c) 2018.
Surface temperature
Spatial interpolation results of surface temperature (a) 2002, (b) 2010, (c) 2018.
Spatial interpolation results of surface temperature (a) 2002, (b) 2010, (c) 2018.
Land contamination load
Index weight of process layer
Index . | U1 . | U2 . | U3 . |
---|---|---|---|
Queue level | 2 | 1 | 2 |
Weights | 0.65 | 1 | 0.65 |
Normalization | 0.28 | 0.44 | 0.28 |
Index . | U1 . | U2 . | U3 . |
---|---|---|---|
Queue level | 2 | 1 | 2 |
Weights | 0.65 | 1 | 0.65 |
Normalization | 0.28 | 0.44 | 0.28 |
Index weight of factor layer
Index . | A . | B . | C . | D . | E . | F . |
---|---|---|---|---|---|---|
Queue level | 2 | 1 | 1 | 2 | 2 | 1 |
Weights | 0.5 | 1 | 1 | 0.5 | 0.50 | 1 |
Normalization | 0.33 | 0.67 | 0.67 | 0.33 | 0.67 | 0.33 |
Index . | A . | B . | C . | D . | E . | F . |
---|---|---|---|---|---|---|
Queue level | 2 | 1 | 1 | 2 | 2 | 1 |
Weights | 0.5 | 1 | 1 | 0.5 | 0.50 | 1 |
Normalization | 0.33 | 0.67 | 0.67 | 0.33 | 0.67 | 0.33 |
Index weight of state layer
Index . | A1 . | A2 . | B1 . | B2 . | C1 . | C2 . | D1 . |
---|---|---|---|---|---|---|---|
Queue level | 2 | 2 | 1 | 2 | 1 | 2 | 1 |
Weights | 0.50 | 0.50 | 1 | 0.50 | 1 | 0.50 | 1 |
Normalization | 0.50 | 0.50 | 0.67 | 0.33 | 0.67 | 0.33 | 0.44 |
Index . | D2 . | D3 . | E1 . | E2 . | E3 . | F1 . | / . |
Queue level | 2 | 2 | 3 | 1 | 2 | 1 | / |
Weights | 0.65 | 0.65 | 0.50 | 1 | 0.70 | 1 | / |
Normalization | 0.28 | 0.28 | 0.23 | 0.45 | 0.32 | 1 | / |
Index . | A1 . | A2 . | B1 . | B2 . | C1 . | C2 . | D1 . |
---|---|---|---|---|---|---|---|
Queue level | 2 | 2 | 1 | 2 | 1 | 2 | 1 |
Weights | 0.50 | 0.50 | 1 | 0.50 | 1 | 0.50 | 1 |
Normalization | 0.50 | 0.50 | 0.67 | 0.33 | 0.67 | 0.33 | 0.44 |
Index . | D2 . | D3 . | E1 . | E2 . | E3 . | F1 . | / . |
Queue level | 2 | 2 | 3 | 1 | 2 | 1 | / |
Weights | 0.65 | 0.65 | 0.50 | 1 | 0.70 | 1 | / |
Normalization | 0.28 | 0.28 | 0.23 | 0.45 | 0.32 | 1 | / |
Spatial interpolation results of land contamination load (a) 2002, (b) 2010, (c) 2018.
Spatial interpolation results of land contamination load (a) 2002, (b) 2010, (c) 2018.
Solution of weights
Consult experts in this field, according to the importance of indicators to determine the index queuing level, by Equation (1) to calculate the process layer, factor layer and state layer index weight (Tables 5–7). According to Table 8, the driving effect of each factor index on the evolution process of water and soil resources carrying the state in irrigation area is as follows: soil–water coordination > groundwater depth > mineralization of groundwater > soil salinity > surface irrigation volume > surface temperature > land contamination load > average annual evaporation > average annual precipitation > vegetation coverage > soil electrical conductivity > elevation > slope. This shows that soil salinity, groundwater depth, groundwater salinity, surface irrigation amount and water and soil coordination degree are the key factors driving the evolution process of water and soil resources carrying state in the irrigation area.
Comprehensive weight of state layer index
Index . | A1 . | A2 . | B1 . | B2 . | C1 . | C2 . | D1 . |
---|---|---|---|---|---|---|---|
Queue level (i) | 12 | 13 | 8 | 9 | 4 | 11 | 2 |
Weights (ωi) | 0.382 | 0.349 | 0.618 | 0.581 | 0.747 | 0.419 | 0.849 |
Normalization(ωi*) | 0.046 | 0.042 | 0.075 | 0.070 | 0.090 | 0.051 | 0.103 |
Index . | D2 . | D3 . | E1 . | E2 . | E3 . | F1 . | / . |
Queue level (i) | 3 | 5 | 10 | 1 | 6 | 7 | / |
Weights (ωi) | 0.789 | 0.712 | 0.500 | 1 | 0.681 | 0.650 | / |
Normalization(ωi*) | 0.095 | 0.086 | 0.060 | 0.121 | 0.082 | 0.079 | / |
Index . | A1 . | A2 . | B1 . | B2 . | C1 . | C2 . | D1 . |
---|---|---|---|---|---|---|---|
Queue level (i) | 12 | 13 | 8 | 9 | 4 | 11 | 2 |
Weights (ωi) | 0.382 | 0.349 | 0.618 | 0.581 | 0.747 | 0.419 | 0.849 |
Normalization(ωi*) | 0.046 | 0.042 | 0.075 | 0.070 | 0.090 | 0.051 | 0.103 |
Index . | D2 . | D3 . | E1 . | E2 . | E3 . | F1 . | / . |
Queue level (i) | 3 | 5 | 10 | 1 | 6 | 7 | / |
Weights (ωi) | 0.789 | 0.712 | 0.500 | 1 | 0.681 | 0.650 | / |
Normalization(ωi*) | 0.095 | 0.086 | 0.060 | 0.121 | 0.082 | 0.079 | / |
Comprehensive assessment of water and soil resources carrying capacity
Three experts in this field, four daily staff in the irrigation area and three management personnel are invited to make a combined evaluation meeting. Based on the evaluation layer, the corresponding element indexes of different research nodes are objectively evaluated. According to Figure 7, the cloud model characteristic parameters of the state layer, factor layer and process layer are calculated. The cloud model parameters of compre–hensive evaluation are calculated using Equation (2). The characteristic parameters of the process layer and comprehensive evaluation the cloud model of each research node are listed in Table 9.
Process layer and comprehensive evaluation of cloud model parameters
Research year . | Cloud digital characteristics . | |||
---|---|---|---|---|
Process layer U1 . | Process layer U2 . | Process layer U3 . | Comprehensive evaluation cloud . | |
2002 | (0.3499, 0.0259, 0.0069) | (0.5756, 0.0231, 0.0080) | (0.5435, 0.0219, 0.0059) | (0.5034, 0.0236, 0.0071) |
2010 | (0.3653, 0.0220, 0.0033) | (0.6310, 0.0192, 0.0056) | (0.6380, 0.0254, 0.0099) | (0.5586, 0.0218, 0.0062) |
2018 | (0.3871, 0.0249, 0.0064) | (0.6628, 0.0246, 0.0049) | (0.7104, 0.0256, 0.0075) | (0.5989, 0.0249, 0.0061) |
Research year . | Cloud digital characteristics . | |||
---|---|---|---|---|
Process layer U1 . | Process layer U2 . | Process layer U3 . | Comprehensive evaluation cloud . | |
2002 | (0.3499, 0.0259, 0.0069) | (0.5756, 0.0231, 0.0080) | (0.5435, 0.0219, 0.0059) | (0.5034, 0.0236, 0.0071) |
2010 | (0.3653, 0.0220, 0.0033) | (0.6310, 0.0192, 0.0056) | (0.6380, 0.0254, 0.0099) | (0.5586, 0.0218, 0.0062) |
2018 | (0.3871, 0.0249, 0.0064) | (0.6628, 0.0246, 0.0049) | (0.7104, 0.0256, 0.0075) | (0.5989, 0.0249, 0.0061) |
Comprehensive evaluation cloud chart of water and soil resources carrying state (a) 2002 (b) 2010 (c) 2018.
Comprehensive evaluation cloud chart of water and soil resources carrying state (a) 2002 (b) 2010 (c) 2018.
From Figure 19, it can be seen that the carrying state of water and soil resources in the irrigation area in 2002, 2010 and 2018 is ‘critical bearing’, ‘critical bearing–safe bearing’ and ‘critical bearing–safe bearing’, respectively. The whole process is in a healthy and sustainable evolution. Referring to the research results done by Liu (2018) and Zhu (2020), the evaluation results are consistent with the actual water and soil resource carrying status of the Jingdian irrigation area in China. It indicates that the carrying capacity of water and soil resources in the Jingdian irrigation area has been improved, but the improvement rate is gradually weakening. The reason is that the regional water transfer has greatly alleviated the problem of poor adaptability and coordination between water resources and land resources in irrigation areas, and has largely realized the optimal allocation of regional water and land resources. Human predatory development of water and soil resources in the region resulted in increased land reclamation rate and increased pollutant load; unscientific irrigation mode leads to the increase of groundwater depth and groundwater salinity, which makes soil salinization gradually become the key problem restricting the improvement of water and soil resources in the irrigation area.
To further verify the reliability of the evaluation results, the fuzzy comprehensive evaluation method (Xu & Li 2006) and the cloud center of gravity evaluation method (Yang et al. 2014) were introduced to analyze the results. The results are compared with those obtained from the comprehensive evaluation cloud model, and the results are shown in Table 10.
Error analysis of evaluation results
Year . | Comprehensive evaluation cloud model . | Fuzzy comprehensive evaluation model . | Cloud center of gravity evaluation model . | Error value 1 . | Error value 2 . |
---|---|---|---|---|---|
1994 | (0.4467, 0.0248, 0.0058) | 0.4535 | 0.4428 | 1.52% | 0.87% |
2002 | (0.5034, 0.0236, 0.0071) | 0.5074 | 0.4986 | 0.79% | 0.95% |
2010 | (0.5586, 0.0218, 0.0062) | 0.5622 | 0.5437 | 0.64% | 2.67% |
2018 | (0.5989, 0.0249, 0.0061) | 0.6014 | 0.5924 | 0.42% | 1.09% |
Year . | Comprehensive evaluation cloud model . | Fuzzy comprehensive evaluation model . | Cloud center of gravity evaluation model . | Error value 1 . | Error value 2 . |
---|---|---|---|---|---|
1994 | (0.4467, 0.0248, 0.0058) | 0.4535 | 0.4428 | 1.52% | 0.87% |
2002 | (0.5034, 0.0236, 0.0071) | 0.5074 | 0.4986 | 0.79% | 0.95% |
2010 | (0.5586, 0.0218, 0.0062) | 0.5622 | 0.5437 | 0.64% | 2.67% |
2018 | (0.5989, 0.0249, 0.0061) | 0.6014 | 0.5924 | 0.42% | 1.09% |
Note: Error value 1 is the error value of the fuzzy comprehensive evaluation method and comprehensive evaluation cloud; error value 2 is the error value of the cloud center of gravity evaluation method and comprehensive evaluation cloud.
From the comparative analysis of the three evaluation results, the evaluation results obtained by the comprehensive evaluation cloud are closer to those obtained by the other two models, with the maximum error value of 2.67% and the minimum value of only 0.42%, indicating a higher evaluation accuracy. The evaluation results obtained by using the comprehensive evaluation cloud method have three numerical characteristics, which are expectation (Ex), entropy (En), and super entropy (He), and the above three numerical characteristics represent the average level, reliability, and stability of the evaluation results, respectively. The other two evaluation methods, whose evaluation results are characterized by only one numerical feature, can represent the correctness of the evaluation results to a certain extent, but the reliability of their results cannot be characterized. In contrast, the evaluation results obtained by using the comprehensive evaluation cloud are richer and more reliable, and have more advantages in terms of information advantages and flexibility.
Spatial–temporal differentiation characteristics of water and soil resource carrying capacity
Spatiotemporal overlay analysis of water and soil resources carrying capacity
Spatial changes in the soil and water resources carrying capacity 2002–2018
Land use types . | 2002 . | 2010 . | 2018 . | |||
---|---|---|---|---|---|---|
Area hm2 . | Proportion % . | Area hm2 . | Proportion % . | Area hm2 . | Proportion % . | |
Good bearing | 19,717.9 | 12.60 | 26,980.4 | 17.24 | 32,834.19 | 20.98 |
Safe bearing | 26,603.39 | 17.00 | 30,930.16 | 19.76 | 32,321.76 | 20.65 |
Critical bearing | 36,656.48 | 23.42 | 33,804.77 | 21.60 | 31,672.68 | 20.24 |
Slight bearing | 43,969.33 | 28.09 | 42,170.05 | 26.95 | 40,122.04 | 25.64 |
Severe bearing | 29,555.9 | 18.89 | 22,617.62 | 14.45 | 19,552.33 | 12.49 |
Land use types . | 2002 . | 2010 . | 2018 . | |||
---|---|---|---|---|---|---|
Area hm2 . | Proportion % . | Area hm2 . | Proportion % . | Area hm2 . | Proportion % . | |
Good bearing | 19,717.9 | 12.60 | 26,980.4 | 17.24 | 32,834.19 | 20.98 |
Safe bearing | 26,603.39 | 17.00 | 30,930.16 | 19.76 | 32,321.76 | 20.65 |
Critical bearing | 36,656.48 | 23.42 | 33,804.77 | 21.60 | 31,672.68 | 20.24 |
Slight bearing | 43,969.33 | 28.09 | 42,170.05 | 26.95 | 40,122.04 | 25.64 |
Severe bearing | 29,555.9 | 18.89 | 22,617.62 | 14.45 | 19,552.33 | 12.49 |
Spatial distribution of the water and soil resources carrying state (a) 2002, (b) 2010, (c) 2018.
Spatial distribution of the water and soil resources carrying state (a) 2002, (b) 2010, (c) 2018.
As can be seen from Figure 20 and Table 11, the overall carrying status of water and soil resources in the study area from 2002 to 2018 characterizes the evolution of a severe bearing area and a slight bearing area decreasing, and the area of critical bearing area, safe bearing area and good bearing area were gradually increasing, with the area of good bearing area increasing by 8.38% and the area of severe bearing area decreasing by 6.4%. With the continuous improvement of irrigation and water distribution facilities in the irrigation area, the area of arable land in the area has been increasing and the area of sand and grass has been decreasing, and as a result of this feedback, the vegetation coverage in the irrigation area has increased, the light and heat conditions have improved and the coordination of water and soil has tended to be suitable. With the combined effects of unreasonable exploitation of water and soil resources in the irrigation area by human production activities and geological structural conditions, surface ecological degradation, mainly soil salinization and secondary salinization, has occurred in the eastern part of the irrigation area in Luyang, Caowotan and Wufo. Gobi and sandy land are the main areas for use in Zhitan, Xijing, southern Manshuitan and northern Shangshawo, the water and soil environment has been greatly improved with water irrigation, but it is still a serious carrying area for water and soil resources due to the limitation of its environmental background. At the same time, the increase in construction and transportation land and the intensification of land contamination load bring new challenges to the water and soil resources carrying status of the irrigation area, showing a spatial state of decreasing from the urban area to the surrounding townships in an arc.
Water and soil resources carrying capacity change mapping analysis
The spatial change mapping of water and soil resources carrying state is calculated using Equation (4), and the spatial flow direction of water and soil resources carrying state in the irrigation area from 2002 to 2018 is analyzed. The results are listed in Table 12.
Analysis of water and soil resources carrying capacity change mapping in the study area from 2002–2018
Evolutionary pattern . | Number of pixels . | Evolutionary area/hm2 . | Evolutionary area maximum pixels . | ||
---|---|---|---|---|---|
Type of change area . | Area/hm2 . | Percentage/% . | |||
Continuous changing type | 625,385 | 56,341.08 | Slight bearing–critical bearing–safe bearing | 32,503.17 | 57.69 |
Recurrent changing type | 138,974 | 12,520.24 | Critical bearing–slight bearing–critical bearing | 2,863.38 | 22.87 |
Pre-changing type | 399,552 | 35,995.69 | Critical bearing–safe bearing–safe bearing | 9,902.41 | 27.51 |
Post-changing type | 364,808 | 32,865.63 | Severe bearing–slight bearing–critical bearing | 7,762.86 | 23.62 |
Continuous stable type | 208,461 | 18,780.36 | Severe bearing–severe bearing–severe bearing | 7,482.09 | 39.84 |
Evolutionary pattern . | Number of pixels . | Evolutionary area/hm2 . | Evolutionary area maximum pixels . | ||
---|---|---|---|---|---|
Type of change area . | Area/hm2 . | Percentage/% . | |||
Continuous changing type | 625,385 | 56,341.08 | Slight bearing–critical bearing–safe bearing | 32,503.17 | 57.69 |
Recurrent changing type | 138,974 | 12,520.24 | Critical bearing–slight bearing–critical bearing | 2,863.38 | 22.87 |
Pre-changing type | 399,552 | 35,995.69 | Critical bearing–safe bearing–safe bearing | 9,902.41 | 27.51 |
Post-changing type | 364,808 | 32,865.63 | Severe bearing–slight bearing–critical bearing | 7,762.86 | 23.62 |
Continuous stable type | 208,461 | 18,780.36 | Severe bearing–severe bearing–severe bearing | 7,482.09 | 39.84 |
As obtained from Table 12, the overall intensity of the evolution pattern of water and soil resources carrying state in the study area from 2002 to 2018 is: continuous changing type > pre-changing type > post-changing type > continuous stable type > recurrent changing type. In the continuous changing type, the water and soil resource carrying state of the irrigation area is in a benign evolutionary trend, indicating that the regional water and soil coordination capacity is in an improved state; in the recurrent changing type, the contradiction between human production activities and water and soil coordination in the local area is intensified and begins to become a constraint factor for water and soil resource carrying. In the pre-changing type, the regional water and soil coordination ability improved continuously with water lifting and irrigation at the early stage, but at the later stage, it was mainly restricted by natural geographic features and human production activities, and the state of water and soil resources was stabilized at the ‘ safe bearing’ level; the post-changing type was concentrated in Phase II, and after the completion of water-lifting project in the middle and later stage, the water and soil resources carrying state only tends to evolve healthily. Due to the constraints of the original environmental background in the study area, the continuous stable type is mainly distributed in areas with very poor coordination of water and soil resources such as Gobi, sandy land and uncultivated land.
Water and soil resources carrying capacity evolution flow analysis
Using the spatial transfer matrix statistics to calculate the spatial transfer process of different water and soil resources carrying states, the transfer area matrix of water and soil resources carrying states in different periods in the irrigation area is listed in Tables 13 and 14, where the rows represent the initial period and the columns represent the final period.
Transfer area matrix of the water and soil resources carrying capacity from 2002 to 2010
Water and soil resources carrying status . | 2010 . | ||||||
---|---|---|---|---|---|---|---|
Good bearing . | Safe bearing . | Critical bearing . | Slight bearing . | Severe bearing . | Total . | ||
2002 | Good bearing | 17,124.32 | 1,569.35 | 858.96 | 159.32 | 5.95 | 19,717.90 |
Safe bearing | 6,552.24 | 18,017.62 | 1,471.36 | 545.21 | 16.96 | 26,603.39 | |
Critical bearing | 2,987.61 | 10,074.77 | 22,093.85 | 1,287.44 | 212.81 | 36,656.48 | |
Slight bearing | 312.17 | 1,124.89 | 8,014.39 | 32,294.32 | 2,223.56 | 43,969.33 | |
Severe bearing | 4.06 | 143.53 | 1,366.21 | 7,883.76 | 20,158.34 | 29,555.90 | |
Total | 26,980.40 | 30,930.16 | 33,804.77 | 42,170.05 | 22,617.62 | 156,503.00 |
Water and soil resources carrying status . | 2010 . | ||||||
---|---|---|---|---|---|---|---|
Good bearing . | Safe bearing . | Critical bearing . | Slight bearing . | Severe bearing . | Total . | ||
2002 | Good bearing | 17,124.32 | 1,569.35 | 858.96 | 159.32 | 5.95 | 19,717.90 |
Safe bearing | 6,552.24 | 18,017.62 | 1,471.36 | 545.21 | 16.96 | 26,603.39 | |
Critical bearing | 2,987.61 | 10,074.77 | 22,093.85 | 1,287.44 | 212.81 | 36,656.48 | |
Slight bearing | 312.17 | 1,124.89 | 8,014.39 | 32,294.32 | 2,223.56 | 43,969.33 | |
Severe bearing | 4.06 | 143.53 | 1,366.21 | 7,883.76 | 20,158.34 | 29,555.90 | |
Total | 26,980.40 | 30,930.16 | 33,804.77 | 42,170.05 | 22,617.62 | 156,503.00 |
Transfer area matrix of water and soil resources carrying capacity from 2010 to 2018
Water and soil resources carrying status . | 2018 . | ||||||
---|---|---|---|---|---|---|---|
Good bearing . | Safe bearing . | Critical bearing . | Slight bearing . | Severe bearing . | Total . | ||
2010 | Good bearing | 22,075.38 | 3,189.21 | 1,382.33 | 329.85 | 3.63 | 26,980.40 |
Safe bearing | 8,624.97 | 20,171.53 | 1,573.81 | 515.72 | 44.13 | 30,930.16 | |
Critical bearing | 1,687.32 | 8,394.31 | 22,487.94 | 997.51 | 237.69 | 33,804.77 | |
Slight bearing | 441.39 | 514.22 | 6,045.28 | 34,271.85 | 897.31 | 42,170.05 | |
Severe bearing | 5.13 | 52.49 | 183.32 | 4,007.11 | 18,369.57 | 22,617.62 | |
Total | 32,834.19 | 32,321.76 | 31,672.68 | 40,122.04 | 19,552.33 | 156,503.00 |
Water and soil resources carrying status . | 2018 . | ||||||
---|---|---|---|---|---|---|---|
Good bearing . | Safe bearing . | Critical bearing . | Slight bearing . | Severe bearing . | Total . | ||
2010 | Good bearing | 22,075.38 | 3,189.21 | 1,382.33 | 329.85 | 3.63 | 26,980.40 |
Safe bearing | 8,624.97 | 20,171.53 | 1,573.81 | 515.72 | 44.13 | 30,930.16 | |
Critical bearing | 1,687.32 | 8,394.31 | 22,487.94 | 997.51 | 237.69 | 33,804.77 | |
Slight bearing | 441.39 | 514.22 | 6,045.28 | 34,271.85 | 897.31 | 42,170.05 | |
Severe bearing | 5.13 | 52.49 | 183.32 | 4,007.11 | 18,369.57 | 22,617.62 | |
Total | 32,834.19 | 32,321.76 | 31,672.68 | 40,122.04 | 19,552.33 | 156,503.00 |
According to the above spatial transfer area matrix, the largest transfer area of irrigation area from 2002 to 2010 is the transfer of ‘critical bearing–safe bearing’, followed by the transfer of ‘slight bearing–critical bearing’ ; from 2010 to 2018, the transfer area of ‘safe bearing–good bearing’ is the largest, followed by ‘critical bearing–safe bearing’. Through comprehensive analysis of the overall transfer process, it is found that the carrying capacity of water and soil resources in the irrigation area from 2002 to 2018 presents a transition trend of ‘severe bearing–slight bearing–critical bearing–safe bearing–good bearing’, and the spatial transfer speed is gradually weakening. The reason is that the evolution rate of the environmental restoration process is slowing due to the vulnerability of the environment, and the predatory exploitation of water and soil resources by human production activities further slows down this healthy evolution.
CONCLUSIONS
- (1)
The comprehensive evaluation cloud model parameters of the study area in 2002, 2010 and 2018 are Z2002 = (0.5034, 0.0236, 0.0071), Z2010 = (0.5586, 0.0218, 0.0062), Z2018 = (0.5989, 0.0249, 0.0061), respectively. The water and soil resources carrying status of each study node are ‘critical bearing’, ‘critical bearing–good bearing’, ‘critical bearing–good bearing’, and the overall in a state of continuous improvement, but the improvement rate is gradually decreasing.
- (2)
The degree of influence of the driving factors on the evolution of the carrying state of water and soil resources is: water-soil coordination > groundwater depth > mineralization of groundwater > soil salinity > surface irrigation volume > surface temperature > land contamination load > average annual evaporation > average annual precipitation > vegetation coverage > soil electrical conductivity > elevation > slope, and the key driving factors are water-soil coordination, groundwater depth, mineralization of groundwater and soil salinity.
- (3)
The trend of changes in the carrying status of water and soil resources in the study area from 2002 to 2018 showed a decrease in the area of severe bearing and slight bearing areas, and an increase in the area of critical bearing, safe bearing and good bearing areas. The evolution pattern of water and soil resources in the irrigation area is: continuous changing type > pre-changing type > post-changing type > continuous stable type > recurrent changing type, and its spatial and temporal evolution trend is ‘severe bearing–slight bearing–critical bearing–safe bearing–good bearing’.
- (4)
During 2002–2018, the northwestern and south-central areas of the irrigation area showed a good evolution of water and soil resources carrying status, and the water and soil resources carrying capacity level has been improved to a certain extent. The serious bearing area is mainly distributed in the areas of Zhitan, Xijing, southern Manshuitan, northern Shang Shawo, etc. The bearing state of water and soil resources presents a spatial state of decreasing from the town to the surrounding areas by arc shooting type.
ACKNOWLEDGEMENTS
This research was funded by the Support Program for Leading Talents in Science and Technology Innovation in Central Plains, grant number 204200510048; the Zhejiang Province Basic Public Welfare Research Program Project, grant number LZJWD22E090001; Zhejiang Province Key R&D Program Project, grant number 2021C03019; the Henan Province Science and Technology Tackling Project, grant number 212102310273; and the Henan Province Key Scientific Research Projects Program for Higher Education Institutions, grant number 20A570006.
DATA AVAILABILITY STATEMENT
Data cannot be made publicly available; readers should contact the corresponding author for details.
CONFLICT OF INTEREST
The authors declare there is no conflict.