Next Article in Journal
Strategic Digital City: Multiple Projects for Sustainable Urban Management
Previous Article in Journal
Human-Centered and Sustainable Artificial Intelligence in Industry 5.0: Challenges and Perspectives
 
 
Font Type:
Arial Georgia Verdana
Font Size:
Aa Aa Aa
Line Spacing:
Column Width:
Background:
Article

Study on Factors Influencing Forest Distribution in Barcelona Metropolitan Region

Centre for Land Policy and Valuations (CPSV), Barcelona School of Architecture (ETSAB), Universitat Politècnica de Catalunya, 08028 Barcelona, Spain
*
Author to whom correspondence should be addressed.
Sustainability 2024, 16(13), 5449; https://doi.org/10.3390/su16135449
Submission received: 13 May 2024 / Revised: 7 June 2024 / Accepted: 20 June 2024 / Published: 26 June 2024
(This article belongs to the Section Sustainable Forestry)

Abstract

:
As a precious natural resource, forests are being destroyed. In previous studies, there is a lack of an interactive assessment of their distribution that comprehensively considers multiple external disturbances. This paper takes the Barcelona Metropolitan Region as an example. Based on remote sensing, it analyzes the development process of the forest from 2006 to 2018 through multiple landscape indicators, and OLS models were established to analyze variables that have direct and indirect effects on forest distribution. In addition, the ecological structure of the forest was analyzed based on NDVI. It was found that the forest area is the largest area but has been decreasing, becoming more complex in distribution structure. Much of the forest was converted to agricultural land and grassland. The green quality of the forests has been increasing, and the broad-leaved forest, the second largest area, contributes the most. NDVI is the most important positively correlated variable, and daytime surface temperature is an important inverse factor related to NDVI. In addition, NDBI is also a negative condition that inhibits forest development. In conclusion: The BMR forest area is decreasing and becoming more fragmented. NDVI and daytime LST are the two most significant factors. Climate warming may lead to worse forest development.

1. Introduction

As one of the precious natural resources on the earth, forests have made significant contributions to protecting the ecological environment, balancing climate change, and coordinating urban development [1]. They play an indispensable role in regulating the global carbon balance, promoting energy cycles and maintaining ecosystem stability [2]. At the same time, forests are the main body of terrestrial ecosystems and play a decisive role in regional and global ecological services [3]. They are not only an important material basis for the sustainable development of a region or country, but also an indispensable renewable resource in economic construction and ecological environment construction [4]. In addition, forests are important habitats for biodiversity and help maintain the balance and stability of ecosystems. However, the forest system is also highly sensitive to changes in the external environment, and it has the characteristics of adapting to the evolution of the natural environment and reflecting the intensity of human activities [5]. With the rapid development of economy and science and technology, climate change and ecological impacts caused by human activities have attracted more and more attention. Global environmental change and sustainable development are the main challenges facing mankind in modern times. The Sixth Assessment Report of the United Nations Intergovernmental Panel on Climate Change (IPCC) further confirmed the objective facts of global climate warming in the past century, and the frequency and intensity of extreme heat. And the intensity and duration of heat waves are increasing, and even if global warming stabilizes at 1.5 °C, it will increase further in the future [6]. The signals of the impact of human activities on global climate warming are becoming increasingly clear. The uncertainty of climate change dynamics and the impact of greenhouse gases produced by human activities on the global ecological environment are unprecedented [7]. The impact of climate change on forest ecosystems is multifaceted. At the same time, the continuous expansion of urban construction, industrial land and infrastructure has also led to the occupation and destruction of a large amount of forest land, damaging the ecosystem, deteriorating the ecological environment and ultimately forming a vicious cycle. A good understanding of climate change and the impacts of factors on forest ecosystems can improve resilience to a variety of potential adverse impacts [8]. Therefore, increasing the protection of forest ecosystems and conducting the long-term monitoring and evaluation of forest ecosystems are the guarantee for achieving the harmonious and rapid development of the economy, society and the environment, and are urgent issues to be solved in the construction of ecological civilization. An in-depth study of the long-term dynamics of different forest types and their driving factors can effectively promote an understanding of the evolution of the spatiotemporal patterns of forest resources and their dynamic response mechanisms, and it is of great significance to the research into and formulation of forest resource protection and rational utilization strategies.
With the development of remote sensing technology, traditional manual methods of surveying forest resources have been replaced, methods which have a high precision and accuracy but are high cost, low efficiency and cannot be implemented on a large scale [9]. Monitoring the dynamic change characteristics of vegetation at different regional scales based on a long-term series of vegetation indexes has become an important topic in the field of global change research [10]. The application of remote sensing technology in forest monitoring and assessment was initially based on coarse-resolution optical remote sensing images. As early as 1995, Achard et al. used optical remote sensing data from NOAA/AVHRR to generate a vegetation index, and they used a supervised classification method to classify tropical rainforests in Southeast Asia [11]. Although forest categories could not be identified in detail, it demonstrated the potential of remote sensing data in forest cover mapping in Southeast Asia, and it became the bud for the human use of remote sensing to conduct forest resource investigation and research. In 2006, Liu Aixia and others used principal component analysis (PCA) and neural network classification (NNC) methods based on AVHRR remote sensing data from 2000 to 2001 to effectively distinguish forests and non-forests in China [12]. This provides a beneficial reference for forest map drawing in other areas. Later, Jing et al. used elevation data, a soil index and optical NDVI index to classify the forest in the study area into coniferous forest, broadleaf forest and shrub forest using a new forest vegetation classification method based on multi-temporal remote sensing, which greatly improved the classification accuracy [13]. With the advancement of remote sensing impact analysis methods and the gradual maturity of satellite sensing technology, high-resolution satellite data such as Landsat and Sentinel are widely used in land cover research [14,15,16,17]. Datasets such as CORINE Land Cover [18] and Global Land Cover_FCS30 [19] provide long-term, high-resolution land use classifications for different countries, regions and even the world, including more detailed distinctions between forest areas.
Currently, the most commonly used vegetation index to study vegetation coverage, phenological changes and vegetation dynamics in time series is the Normalized Difference Vegetation Index (NDVI) [20]. It is considered to be an effective indicator that reflects vegetation growth status and coverage, and it can reflect regional ecological environment quality and vegetation coverage changes to a certain extent, so it is widely used in the study of vegetation dynamic changes [21]. To a large extent, scholars believe that there is a positive correlation between land vegetation cover and changes in NDVI. Some scholars have observed that in the past 30 years, China’s vegetation NDVI has also shown an overall improvement trend [22], and vegetation has generally shown a gradual increase trend, with a higher proportion of green space represented by forest land [23]. In addition, Wang Xiaoxia and others subdivided specific forest types and found that broad-leaved forest had the fastest improvement rate in NDVI, followed by mixed forest and coniferous forest [24]. In 2022, Zhang Xu et al. analyzed the ecological environment quality of different land use types in Europe’s metropolitan areas and found that the NDVI in forest areas ranked highest among all land use classifications [25]. In 2023, Tian Rui combined meteorological factors and changes in the vegetation NDVI to analyze the spatiotemporal changes in forest ecosystem coverage in the Parlung Zangbo Basin and Zayu River Basin from 1971 to 2020, revealing the forest evolution rules and main sensitive factors in the study area [26].
In the context of climate change, the structure, function and productivity of forest ecosystems face serious challenges [26]. Initially, Smith et al. used the Holdridge model to predict that the distribution of forest types would change due to global climate change, with the area of warm temperate and subtropical forests decreasing [27]. Neilson et al. also found that forest cover shifted significantly with global climate change [28]. In 2003, Cao Heqin and others used camera capture data for seven consecutive years and found that the start of the forest leaf phenology growing season was advanced and the end of the growing season was delayed, thus extending the length of the growing season [29]. In addition, there are other natural factors and man-made factors that interact with forest distribution. Based on the NDVI data from MODIS, Hu Junde et al.’s research showed that there is a high correlation between vegetation coverage changes and precipitation in the Ordos region, and their dynamic change patterns are highly consistent [30]. The contradiction between limited urban land space resources and the rapid spread of urban construction land in recent years has caused urban expansion to occupy a large amount of the surrounding forests and agricultural land [31]. In 2022, Arellano et al. pointed out that the obvious lack of green vegetation coverage in urban Barcelona makes it less resistant to global warming and heat waves [32].
There are many factors that affect forest distribution changes. In previous studies, there was a lack of a comprehensive assessment that considered the impact of climate change, human activities, green plant distribution and other natural geographical factors on long-term forest distribution changes. In addition, affected by differences in ecological functions and physiological growth characteristics, different vegetation types have different responses and adaptation levels to influencing factors. Therefore, in-depth multifaceted research on the dynamics of different vegetation types and their driving factors can effectively promote an understanding of the evolution of vegetation spatiotemporal patterns and their dynamic response mechanisms. From this perspective, this article will analyze the changes affecting forest land distribution and morphology in the Barcelona Metropolitan Region based on the more accurate CORINE Land Cover (CLC) dataset, and find the important factors affecting this change. The most important thing is to find the interaction between forest land changes and influencing factors.

2. Materials and Methods

2.1. The Field of Study

The Barcelona Metropolitan Region (BMR, Figure 1) is located in the northeast of the Iberian Peninsula, in the center of the Mediterranean corridor connecting Spain to the rest of continental Europe, and it has a typical Mediterranean climate. It is the largest metropolitan area in Catalonia and serves as its political, economic and cultural core. It covers an area of approximately 3224.7 km2 and contains 164 municipalities. With a population of around 4.7 million inhabitants, the BMR is the most densely populated metropolitan area in the European Union. The Llobregat and Besòs rivers are the two main rivers that flow through the metropolitan region of Barcelona. The coastal and pre-coastal mountain ranges delimit the coastal and pre-coastal depressions where the main population centers are located. The urban core area of Barcelona is about 100 km2, with a population of more than 1.65 million, and a population density of more than 16,500 inhabitants/km2. The Collserola “serralada” (the central part of the coastal mountain range) occupies a central place in the metropolitan area, making it the “green lung” around which the built spaces are located. The Barcelona Metropolitan Territorial Plan (10) pays special attention to the protection of the ecological environment and green spaces of the BMR. Its forest area is about 1380 km2, which represents approximately 43% of the total urban area. Based on the above, we selected the Barcelona Metropolitan Region as a research area to analyze the factors and mechanisms that affect forest distribution.

2.2. Methodology

CORINE Land Cover (CLC) provides us with relatively accurate 100-m-resolution European land cover data for 2006, 2012 and 2018, in which forest land is divided into three categories according to different growth types. This provides the possibility for us to study the long-term dynamic evolution of forest cover. Within the studiable time range, that is, between 2006 and 2018, we suppose that the forest area in the Barcelona Metropolitan Region (BMR) has decreased, and the degree of fragmentation has become more and more serious, but the change process may not be singular. At the same time, there is a certain interaction between the green space index NDVI of the BMR forest area and the area and form of forest cover, and the mechanism of this interaction is complex.
In order to achieve the research purpose of this paper and verify the above hypothesis, this research will be completed through the following steps.
  • First of all, we need to determine the evolution of BMR forest land distribution proportions. In addition to presenting the area change process of the overall forest land and the internal classification of the forest, we will analyze it in relation to the following seven indicators [33,34,35,36].
(a) Landscape proportion (PLAND) reflects the proportion of various land types in the total area, with the largest area being the main landscape.
PLAND = j = 1 n a ij A × 100 % ,
where:
aij represents the area of the j-th patch in the i-th landscape type;
A is the total area of the landscape.
When the patch area percentage value is close to 0, it indicates that there are few patch types in the landscape; when the ratio is equal to 1, it indicates that the entire landscape is only composed of type 1 patches.
(b) Patch density (PD) can reflect the overall heterogeneity and fragmentation of the landscape, as well as the degree of fragmentation of a certain type, and it reflects the heterogeneity of the landscape unit area.
PD = n i A × 100 % ,
where:
ni is the number of patches in type i landscape;
A is the total area of all landscapes.
(c) The maximum patch index (LPI) is used to determine the dominant patch type in the landscape.
LPI = a m a x A × 100 % ,
where:
amax refers to the area of the largest patch in the landscape or a certain patch type;
A is the total area of the landscape.
The size of this index value can help determine the dominant patch type in the landscape, indirectly reflecting the direction and size of interference from human activities.
(d) Compactness reflects the compactness of the landscape in the area.
Compactness = P i A i ,
where:
Pi is the perimeter of the i-th landscape;
Ai is the area of type i landscape.
The smaller the index, the more compact the landscape is, and the larger the index, the more dispersed the landscape is.
(e) Shannon entropy (ENT). Its original intention is to measure the amount of information about a thing, and the “amount of information” is determined by its “uncertainty”. “Uncertainty” is an abstract mathematical term. In the field of life sciences, one of the explanations of “uncertainty” is “diversity”. When used as an indicator of landscape structure, it is a measurement index based on information theory that can reflect landscape heterogeneity and structural complexity. It is particularly sensitive to the uneven distribution of patch types in the landscape; that is, it emphasizes the contribution of rare patch types to the information, which is also different from other diversity indices. Its calculated result is greater than 0. The larger the index, the more diverse the landscape is and the more disordered its distribution is. Especially when describing the single-use landscape of forest, a higher index reflects more fragmented and disordered patches, which is more negative.
ENT = i = 1 n pi × log 2 pi ,
where:
n refers to the total number of patch types in the landscape;
Pi refers to the area ratio of patch type i to the entire landscape.
The larger the index, the greater the degree of landscape fragmentation in the area, the more complex the structure and the higher the negativity.
(f) The perimeter area fractal dimension (PAFRAC) refers to the non-integer dimension of the irregular geometric shape of the landscape, reflecting the complexity of the landscape shape. The value is between 1 and 2.
PAFRAC = 2 [ n ij j = 1 n ln   p ij ln   a ij ( j = 1 n p ij ) ( j = 1 n a ij ) ] ( n i j = 1 n ln   p 2 ij ) ( j = 1 n ln   p ij ) 2 ,
where:
aij refers to the area of the j-th patch in the i-th type of landscape;
pij represents the perimeter of the j-th patch in the i-th type of landscape;
ni is the number of patches.
The closer the calculation result is to 1, the more regular the shape of the patch, or the simpler the patch, and the interference factor is considered to be large; conversely, the closer the calculation result is to 2, the more complex the shape of the patch is, and the interference factor is considered to be small.
(g) Cohesion reflects the aggregation and dispersion status of patches in the landscape, with values ranging from −1 to 1.
COHESION = 1 j = 1 n p ij j = 1 n p ij   a ij   1 1 A 1 × 100 % ,
where:
aij refers to the area of the j-th patch in the i-th type of landscape;
pij represents the perimeter of the j-th patch in the i-th type of landscape;
A is the total area of the landscape.
When the index result is −1, the patches are completely dispersed; when the index result is 0, they are randomly distributed; and when the index result is 1, they are aggregated.
For the seven forest landscape indicators mentioned above, we should not only analyze the general indicators of the forest land distribution pattern of the BMR, but it is also important to evaluate each forest class analyzed.
2.
Secondly, in order to intuitively and accurately reveal the long-term change characteristics of the forest NDVI, the change in each pixel is calculated to reflect the increase in or degradation trends of the NDVI over time.
In this study, not is only the overall change trend of winter and summer NDVI in forest areas from 2006 to 2018 was analyzed, but changing trends within each time period will also be calculated to clarify the changing process of the NDVI in the Barcelona forest area and its relationship with the evolution of forest morphology. NDVI data can be obtained from MODIS with a resolution of 250 m.
3.
Next, we will try to use the NDVI to evaluate the forest green environmental quality of the BMR. The average NDVI of each type of forest land is extracted to establish a normalized green quality assessment system. The average NDVI of each type of forest land is extracted, and for each year, we establish a normalized green quality assessment system through Formula (8). Set the minimum value to 0 and the maximum value to 1 as the assigned value (Ei) of the green environmental quality proportion of each type of forest species.
E i = X 0   X min X max     X min ,
where:
Ei is the dimensionless green quality weight index;
X0 is the average NDV of each type of forest land in that year;
Xmax is the maximum value of NDV of various types of forest land in that year;
Xmin is the minimum value of NDV of various types of forest land in that year.
It is then evaluated according to the following formula (Formula (9)).
GQI t = i = 1 n A i × E i TA ,
where:
GQIt is the green environmental quality index in year t;
i is the forest type;
Ai is the area of that type of land use;
Ei is the weight of the ecological quality index of this type of land use;
and TA is the total area of the forest.
4.
We need to study the relationship between forest area distribution and various possible influencing factors. We will establish a 1 km grid within the metropolitan area and extract the annual proportion of forest area within the grid and the average value of the winter and summer NDVI. In addition, we will collect various types of data listed in Table 1. MODIS can provide land surface temperature (LST) and the normalized building index (NDBI). The urban heat island (UHI) effect will be represented by the urban–rural temperature difference; that is, the difference in average surface temperature between built-up areas and rural areas is expressed based on land cover data. For each year’s daytime and nighttime LST, we subtract their average values in rural land to get the approximate intensity distribution of UHIs. The larger the value, the higher the UHI intensity. DEM terrain data come from SRTM with a resolution of 30 m. The impervious ground data come from GlobeLand 30, also with a resolution of 30 m. E-OBS can provide annual and monthly European precipitation raster data (https://surfobs.climate.copernicus.eu/dataaccess/access_eobs.php, accessed on 12 May 2024), but the resolution is 1° and the scale is very large. Therefore, we used the Kriging interpolation method to re-establish the BMR precipitation map with a resolution of 1 km based on the E-OBS precipitation data. After obtaining the above data, we used the proportion of forest area in each grid as the dependent variable to establish an OLS model to analyze their importance.
5.
Once it is clear that there is an obvious interaction between NDVI and forests, we must analyze the climate factors that affect the NDVI to discover the potential threats that climate change may have for forests and predict possible trends in changes in the BMR forest layout caused by climate change. Based on the data obtained from the grid in step 4, we used an average NDVI as the dependent variable, and annual precipitation and daytime and nighttime LST as independent variables, to establish three OLS regression models to analyze the correlation between them and the average NDVI, and to analyze the average NDVI and the distribution pattern of what were found to be the most significant independent variables on the map.
6.
It is also very important to study the impact of various factors on forest landscape indicators. Taking 2018 as an example, we calculated the landscape indicators in each grid and used them as independent variables, to establish models with the factors involved in the fourth step to analyze their relationships. In order to build the models, it is necessary to cut the BMR into 1 km grids, and the landscape index inside each grid is calculated separately. Because of that, the results calculated by PAFRAC, COHESION and some other indices seriously deviate from the actual situation, and such an analysis is meaningless. In addition, the landscape proportion (PLAND) index has been analyzed as a dependent variable in step 4. Therefore, in this section we only analyze patch density (PD), compactness and Shannon entropy (ENT). In addition, we will also consider the impact of temperature changes from 2006 to 2018 on forest pattern morphology.
7.
Finally, ArcGIS 10.8 was used to analyze the transformation process within the forest areas of the Barcelona metropolitan area between 2006 and 2018, and find the types of forest land that were being lost and the types that were growing significantly over the years. In addition, land transfer in the entire metropolitan area also needs to be analyzed to find the main degradation directions of forest areas.
The research methodology is summarized in an idea map, as shown in Figure 2.

3. Results

3.1. Analysis of Forest-Related Landscape Indicators

3.1.1. The Overall Scale of the Forest Landscape Has Been Slightly Reduced

Analyzing the forest land area and occupancy ratio can intuitively reflect the importance of forests in BMR landscapes, as well as the internal structure and evolution of forests. Overall, the total area and proportion of forest land decreased between 2006 and 2018, but not significantly (Figure 3). Its area decreased from 1384 km2 to 1354 km2, a proportion of about 1%. Among forests, coniferous forests occupy a dominant position, with an area almost twice that of broadleaf forests, but the areas of both forests are decreasing. The smallest land use is mixed forest, which accounts for only about 1.6% of forest land, but it is the only expanding forest species.
From Figure 4, we can clearly see the distribution structure of BMR forest in these three years. Overall, the forest area is widely distributed and can almost cover the study area. It can appear in large areas of contiguous distribution in the northeast, while showing a high degree of fragmentation in the southwest. The south–central area is where the central city of Barcelona is located, and along much of the coastline there is a dense distribution of forest that is difficult to see.

3.1.2. Increased Fragmentation of Forest Landscapes

Figure 5 shows the growth process of the number of patches and patch density in the BMR forest landscape during the study period. Overall, over 12 years, the number of forest land fragments increased from 487 to 494, and patch density also increased. From the perspective of classification within the forest, the total number of patches of various woodlands and the density of forest land are also growing. Coniferous forest is still the most outstanding forest species, contributing nearly two-thirds of the fragments to the BMR’s forest landscape. The most inconspicuous one is still the mixed forest.

3.1.3. Forests Are the Most Widespread Type of Land Use

Analyzing the maximum patch index can determine the dominant patch types in the landscape and determine the importance of different types of land in an area. To identify the landscape type with the largest area, we must first classify the BMR according to the land use situation displayed by CLC. As a result, there are 11 categories in total: 1—continuous built-up area; 2—discontinuous built-up area; 3—industrial land; 4—transportation land; 5—mine, dump and construction sites; 6—leisure land; 7—cropland; 8—woodland; 9—grassland; 10—barren land; and 11—water bodies. Descriptions of various land use classifications can be reviewed in Appendix A.
After the classification was completed, we calculated the total area of each land type and found that forest has the largest area among all types of land in the BMR. In other words, forest land is the most advantageous land type in the BMR. And based on previous results, we already know that coniferous forest is the most important forest species in the forest. The results of the maximum patch index of the BMR and its forests are presented in Figure 6. Obviously, more than 62% of BMR forests are coniferous forests. Forest occupies more than 40% of the BMR’s land, but it is slowly being invaded and lost year by year, even if the reduction is not rapid.

3.1.4. The Structure of Forest Land Is Becoming More Complex and the Degree of Human Interference Is Deepening

The Shannon entropy index reflects the heterogeneity and structural complexity of the landscape, while the perimeter area fractal dimension can explain the complexity of the landscape shape and human interference. From Figure 7, we can see that the overall Shannon entropy of the BMR has increased from 2.2 to 2.25, which shows that the land patches of the BMR are more scattered, the distribution is more uneven, and the structure is more complex. However, it experienced a small decrease between 2012 and 2018. The complexity of forest land has also been increasing, and the index increase has been higher than that of the BMR as a whole. However, the forest’s perimeter area fractal dimension is decreasing and experienced its lowest point in 2012. Judging from the shape of the forest patches, they have become more regular than before. They may have experienced interference from human factors, but this process is very small. The perimeter area fractal dimension of the mixed forest is the largest among the three forest classification species, its shape distribution is the most irregular, and this index is larger than at the beginning. Broadleaf forest has also experienced growth, but it is the forest species with the lowest index, very close to 1, and it is the most disturbed. Coniferous forest, with the largest area, has been increasingly affected by humans, and its index has declined the fastest among the forests.

3.1.5. Forest Land Is Increasingly Dispersed

According to the compactness and cohesion index, the density of landscape land distribution can be analyzed. Figure 8 shows us the evolution results of the two indices. During this process, the BMR forest land became increasingly fragmented, as evidenced by changes in both indices. The change process of broad-leaved forest is the most obvious, and it is also the most similar to the overall change pattern of the forest. The coniferous forest has not changed much, but it has gradually developed in a more dispersed direction. The exception was the mixed forest, which was more compactly distributed over 12 years. Judging from the cohesion index, although it is lower than the initial value, it has experienced an increase between 2012 and 2018; that is, it is experiencing aggregation distribution. However, it must be pointed out that the mixed forest is the most dispersed among the three types of forest, and its density is obviously much lower than the others.

3.2. NDVI Change Trend Analysis

3.2.1. The Development of NDVI in BMR and Forest Areas Is Relatively Optimistic

First, we compared each pixel of the NDVI in 2006 and 2018 from the overall and forest local level, and found that the changes in NDVI during the entire study period were relatively optimistic (Figure 9). On the whole, the NDVI in most areas of the BMR is improving, especially in the northern and central areas, where the improvement is relatively large. However, some areas have experienced deterioration, which is more serious in the northeast and southwest. Figure 9b illustrates that the development of NDVI in the forest area is very good, and almost all parts have been improved, except for a small area in the northeast that is worthy of concern.

3.2.2. The Development Status of NDVI in 2012 Was Disappointing

Figure 10 shows us the development of NDVI in BMR and forest areas in two periods. The most obvious thing is that the performance in the first period is worse than that in the second period. Between 2006 and 2012, although the NDVI in many places in the BMR was improving, areas with greater deterioration were fragmented and scattered in almost every corner of the study area. Moreover, the distribution of improved areas is not concentrated enough. The NDVI development in forest areas is also unsatisfactory, with deteriorating and unchanged marks occupying most of the area.
But what is surprising is the substantial improvement in NDVI between 2012 and 2018. Overall, the trend of improvement is very obvious and is concentrated in the northern region. Degraded and unchanged markers are distributed alternately, but there are fewer instances of degradation, and the distribution is more dispersed. There is a concentrated deterioration only in the northern end. The changes in NDVI in the southern region were significantly better than those in the previous period. For forest areas, the NDVI is also improving in a good direction, with almost no degradation, even if a small area of deterioration marks is concentrated in the northern end. By analyzing the distribution of climatic conditions, we found that during this period, precipitation in the northern end of the BMR decreased slightly, even though the overall precipitation in 2018 increased significantly compared to 2012. And the day and night surface temperatures also increased. Therefore, this may have led to the degradation in the NDVI in this area.

3.2.3. The Forest’s NDVI Is the Most Outstanding

In addition, we also extracted and counted the annual changes in the average NDVI of each land type in the BMR, and the results are presented in Figure 11a. We clearly see that, among all land uses, the highest annual NDVI contribution is forest, with a minimum of 0.62, followed by grassland. The smallest NDVI is in the continuous built-up area, but it has continued to rise in three years. The NDVI of industrial land and its development pattern are very similar to those of continuous built-up areas. All land uses have experienced a substantial increase in NDVI in the second stage, that is, from 2012 to 2018. As can be seen from Figure 11b, the average NDVI of the forest remained almost unchanged from 2006 to 2012, but rapidly increased to 0.67 from 2012 to 2018.

3.3. Forest Green Environmental Quality Assessment

3.3.1. Broadleaf Forest Has the Highest Assessment Weight

The NDVI weight evaluation index system that can be applied to changes in land use types in different periods and regions can more scientifically and reasonably evaluate the green environmental quality of forest areas [23]. Table 2 shows the weight index used for different forest lands to assess environmental quality. Coniferous forest, which accounts for the largest area, is not assigned the largest weight. Broad-leaved forest has become the most important land occupation type in the environmental quality assessment process. Mixed forests have the smallest weight numbers.

3.3.2. The Quality of Forest Green Environment Is Increasing Year by Year

We show the evaluation results of the green environmental quality of the forest area in Figure 12. Satisfactorily, the green quality of the Barcelona forest is gradually improving. The environmental quality of the forests is relatively high. In 2006, the index was 0.627. After two increases, it became 0.635. And the growth rate is getting faster and faster every time.

3.4. Analysis of Factors Affecting Forest Distribution

In order to explore the impact of various natural and man-made factors on forest distribution, we established a grid with a side length of 1 km, and used the proportion of forest area in each grid as the dependent variable; longitude, latitude, distance from the sea, orientation, altitude, slope, average winter and summer NDVI, annual precipitation, daytime LST, nighttime LST, NDBI, daytime and nighttime urban heat island effects, impervious ground and artificial ground were used as independent variables to establish three OLS regression models (Table 3) for the data in 2006, 2012 and 2018, accompanied by seven significant variables. The most significant impact on forest distribution was NDVI (+), but in the last year, NDBI (-) became the most important influencing factor. This is followed by the daytime urban heat island effect (-), elevation (-), nighttime LST (+), longitude (-), artificial surface (-) and precipitation (+). In 2006 and 2018, the average NDVI and NDBI could alone explain 85.9% and 83.8% of the changes in forest distribution area, but in 2012 they only accounted for 60.2% of the explanatory power. Surprisingly, the artificially created daytime urban heat island effect has a stronger impact on forest growth than natural precipitation factors. The urban heat island effect, which hinders forest growth to some extent, is the most important anthropogenic factor besides the NDBI. If the capabilities of the NDVI, NDBI and daytime heat island effect are taken into account, they have the ability to explain more than 88% of the patterns of forest distribution changes. Precipitation is a mysterious natural factor. It is common sense that it should be conducive to the growth of plants, including forests. In fact, the results of the OLS model show that its mechanism of action is very complex. In 2006 and 2018, the relationship between precipitation and forest distribution was positively correlated, but in 2012, it became a negative factor. And the strength of the relationship between the two is a weakening trend. For precipitation, it is very difficult for us to sort out its complex mode of action by analyzing forest distribution, but it should be considered for all green spaces. Therefore, we cannot conduct further research in this article. The reason why daytime LST and nighttime urban heat island effect are not included in the best model is that they are highly collinear with the daytime urban heat island effect and nighttime LST variables.

3.5. Analysis of Climate Factors Affecting NDVI

Once it is confirmed that the average NDVI is the most significant external factor regulating forest distribution, we must analyze the climatic factors that can affect the development of the NDVI to predict possible trends in changes in the BMR forest layout caused by climate change. For this purpose, we again established three OLS models, in which the dependent variables are the NDVI and the annual average NDVI, and the independent variables are precipitation and daytime and nighttime LST. The results of the regression analysis parameters shown in Table 4 indicate that diurnal LST (-) is the climatic factor most strongly related to the NDVI. In the 2006 model, it alone can explain 83% of the spatial variation of NDVI. And this proportion continues to rise. By 2018, it had 90% of the interpretation rights. Second is precipitation, which also has a certain influence on changes in NDVI, but it is very unstable. In 2006, its impact on NDVI was positive, but in 2012, it guided the development of the NDVI in the opposite direction. However, in the last year, its influence was greatly weakened (Student’s t = 0.9), and the proportion of nighttime LST, which had almost no impact on the dependent variable in the first two years, rose to second place (Student’s t = 4.27).
We present changes in the average NDVI and daytime LST for three years of the BMR in Figure 13, which is consistent with the results predicted by the model, and the distribution patterns of the two are opposite, and their red areas and light areas can almost overlap each other, even though the LST image has a lower resolution. Areas with a higher NDVI index have lusher vegetation and lower daytime temperatures, while areas with a low NDVI have relatively higher temperatures.
During the 12 years of study, the NDVI of the BMR has hardly changed much, with low indices concentrated in non-forest areas and coastal areas. The red part of the surface temperature center gradually deepens in color and slightly expands toward the blue zone, which illustrates that the BMR is warming during the day.

3.6. Analysis of Influencing Factors of Forest Landscape Index

We took the three landscape indicators in 2018 as examples to analyze the effects and capabilities of various possible influencing factors on different forest landscape indices. In addition to the 13 variables considered when analyzing spatial changes in forest area proportions, we also added the difference between daytime and nighttime surface temperatures between 2006 and 2018 (LST_2018-LST_2006), which reflects the temperature changes in the BMR during these 12 years. After establishing three OLS regression models (Table 5) with various landscape indices as dependent variables, the most important results we found are consistent with the previous ones. The NDVI is still the most meaningful independent variable for forest landscape changes. For these three indices, the NDVI has a positive effect on them. Although the relationship between the NDVI and compactness index is inverse, according to the definition of the compactness index, the smaller the index, the greater the compactness of the landscape.
In addition to the NDVI (+), the NDBI (-) also has a very prominent correlation with PD and ENT, and their explanatory power together can reach more than 79% and 90%, respectively. Secondly, the daytime surface temperature also has a negative impact that cannot be ignored on the spatial distribution of the two indices. Daytime temperature changes also have a greater ability to positively regulate these two dependent variables. These four independent variables explained about 84% and 95% of the distribution changes of these two variables in 2018, respectively.
For compactness, daytime LST (+) is the second most influential factor, followed by diurnal surface temperature changes. But temperature differences at different times work in different ways. Daytime temperature changes positively control the spatial distribution of forest compactness, while nighttime differences reversely guide its development. Together with the NDVI, these four most significant variables have an impact on forest compactness of more than 76%.

3.7. Land Use Transfer Matrix Analysis

3.7.1. Mixed Forests Are the Only Expanding Woodlands

In order to find changes in various cover types within the forest from 2006 to 2018, we first statistically calculated the ground cover transfer matrix of the forest in Table 6, and summarized the specific increases and decreases in the area of various types of forest in Figure 14. Approximately 1350.56 km2 of forests in the BMR in 2006 and 2018 overlapped. Among them, the area of mixed forests and broadleaf forests increased slightly. This is because part of the coniferous forests was converted to them. But from the perspective of the BMR, the area of broadleaf forests has decreased much more than the area that has increased. Coniferous forest has shrunk the most among the three types of forest land, with a decrease of about 20 km2. Only the area of mixed forest increased, but the amplitude was very small, only 0.32 km2.

3.7.2. Forests Are Mainly Transferred like Cultivated Land and Grassland

In addition to analyzing the transfer changes of different forests, we also compiled the transfer process of all BMR land in Table 7, and the change information is presented in Figure 15. In the previous analysis, we knew that the BMR forest range was shrinking. In fact, from the figure, we can see that its change range is the largest among all types of land cover in the BMR, with an area of approximately 28 km2 lost in 12 years. The lost forest was mainly used for agricultural production, about 13.4 km2, and the rest was turned into grassland, covering 10 km2. In addition, discontinuous urban land also takes up part of the forest. Sadly, very little land has been converted to forest. Agricultural land, on the other hand, takes up a fair amount of forest, but overall, it is noticeably smaller, as industry, traffic, broken cities and grasslands encroach on it.

4. Discussion and Conclusions

In this study, we comprehensively demonstrated the spatial changes of forests in the Barcelona Metropolitan Region from 2006 to 2018 through various landscape indicators, and analyzed the external factors and modes of action that may affect forest changes. Finally, we summarize the transfer process between forests and other land uses. We found that the overall area of the forest, which is the most extensive among all land types in the BMR, has decreased, but the degree of fragmentation has deepened, and the internal structure has become more complex. Significant amounts of forest were converted to agricultural land and grassland. And forest areas provide the highest NDVI of all areas, and it is increasing. Finally, we found that the NDVI is the variable that has the greatest impact on the spatial structure of the forest. Daytime surface temperature is a factor that interacts significantly in the opposite direction with the development of NDVI. In addition, the diurnal surface temperature changes during the study period have also become a condition that cannot be ignored. In general, the BMR forest area is decreasing, and the morphology is becoming more and more fragmented. NDVI and daytime surface temperature are the two most important factors affecting its spatial changes.
Basically, the forest in the BMR has been protected satisfactorily because it has always been the largest land use type, even though it has shrunk slightly over the past 12 years. Thanks to the approval of the Barcelona Metropolitan Territorial Plan in 2010 (https://territori.gencat.cat/ca/01_departament/05_plans/01_planificacio_territorial/plans_territorials_nou/territorials_parcials/ptp_metropolita_de_barcelona/index.html#googtrans(ca|en) accessed on 12 May 2024), there has been a significant protection of rural spaces, especially forests, in the BMR. However, Figure 3 and Figure 5 illustrate that the morphology of the forest is becoming more and more fragmented, and the degree of human disturbance is increasing, resulting in the forest becoming more dispersed and complex in structure. Although its scale is being reduced, the forest provides the most NDVI and contributes the most to the green ecological development of the metropolitan area, and its green quality index increases year after year. The NDVI has improved overall, but it is worth noting that the precipitation in 2018 was the largest during this period, so the changes in NDVI may be much more complicated than shown in our study. At the same time, Barcelona has experienced a well-known drought in recent years. If this drought trend is consolidated, the gradual reduction of precipitation may affect the green quality of vegetation in forest areas and even the entire BMR. What is surprising is that coniferous forest, with the largest area, does not have the largest green quality evaluation weight, unlike broadleaf forest. This may be related to the distribution pattern. Compared with coniferous forests, broad-leaved forests have a more concentrated spatial form and therefore have more advantages in providing green quality. Among the three types of forest, the mixed forest is the most dispersed and has the smallest green weight, which can also be used as evidence to prove this conjecture.
We listed a total of 14 natural and man-made independent variables that may affect the spatial distribution of the BMR forests. After a modeling analysis, we found that the NDVI is the most closely related positive correlation factor with forest distribution, which is consistent with the results of most scholars’ studies [18,19,20,21,22,23]. The climate factor most closely related to NDVI is daytime surface temperature. The higher the NDVI index, the lower the temperature, and it can be clearly seen from the reverse distribution map of the two that they are almost coincident. Therefore, daytime LST indirectly controls forest cover patterns. Secondly, the two human factors of the NDBI and daytime urban heat island effect also have a negative impact that cannot be ignored on the development of forest systems. Regarding the structure of forest distribution, taking 2018 as an example, as time goes by, the NDVI increases, the patch density becomes higher, the distribution becomes more compact, and Shannon entropy also increases. In fact, we believe that the main reason for a higher patch density and higher entropy is not the improvement in NDVI, but the time evolution. This may imply that the younger the time, the greater the forest area in areas with a higher NDVI index, but the complexity is also increased, and therefore the degree of fragmentation is also greater. The NDBI also has a strong inverse relationship with PD and ENT, but it has little impact on compactness. Daytime LST also clearly controls them, with higher temperatures causing forest patch density and compactness to decrease and morphological structures to become simpler. In addition, temperature changes during these 12 years also have a certain impact on the distribution structure.
Forest land in the BMR has been lost over the past 12 years. Coniferous forest is the forest species with the largest decrease, but mixed forest is an exception and is the only forest that has increased in area. A large amount of forest has been converted into agricultural land and grassland. The main direction of agricultural land reduction is industry, transportation and fragmented built-up areas.
According to the results of this study, undoubtedly, there is a very significant interaction between daytime LST and the distribution of the NDVI, which is most obviously related to forests. Several studies showed that between 1971 and 2022, the temperature in the main cities of the Spanish peninsula increased an average of 3.54 °C, making it one of the most evident urban climate anomalies in the world [37]. Based on this, we can put forward the conjecture that in the upcoming period (2018–2024), the NDVI may be degraded by this impact, and the spatial distribution of the forest will also be negatively affected. This is also one of the main objectives of our further work.
In addition, this paper proves that the NDVI of the BMR has increased from 2012 to 2018. As with the conjecture about green quality, besides the reason that the metropolis has paid attention to the protection of forest green land since 2010, it should also have a close and unknown relationship with precipitation. After all, 2018 was an unusually wet year. Therefore, the annual evolution of the NDVI and its relationship with precipitation is an important topic that needs further research.
This paper comprehensive considers a comprehensive assessment of the impact of climate change, human activities and other physical and geographical factors on long-term forest distribution changes, and discovers direct and indirect influencing factors that affect forest spatial distribution and structural changes. And based on forest types, the evolution pattern within the forest and its contribution to green ecological quality were analyzed. Finally, the transfer direction of land use types in the urban area was judged. This study provides a comprehensive analysis of the forest system from a global to internal perspective. The authors proposed a comprehensive interactive assessment method that combines multiple landscape indicators and OLS models to analyze the direct and indirect influencing factors of forest distribution. This method could provide an effective assessment tool for forest conservation in other regions. Through this approach, the most important keys to forest development are identified, thereby highlighting the potential threats of climate change to forests and suggesting countermeasures to mitigate their effects. Secondly, by analyzing remote sensing data from 2006 to 2018, we reveal the dynamic changes in forest area and structure in the Barcelona metropolitan area. This long-term data analysis provides an important scientific basis for understanding and predicting future forest changes. In addition, this paper reveals that the main reason for the decrease in forest area is conversion to agricultural land and grassland. These findings provide a scientific basis for land use planning and highlight the need to consider land use changes when protecting forests, particularly the need to control urban development in a way that avoids progressive forest fragmentation. They should significantly contribute to the scientific research into and practice of forest conservation and help develop more effective forest management and protection strategies. However, due to technical limitations, the resolution of various types of remote sensing impact data is not uniform, and due to the particularity of the precipitation data, the resolution is too large, so we adopt the method of re-difference, which will affect the accuracy of the experimental results. In future research, we will try our best to use or build a more accurate database with a uniform resolution.

Author Contributions

Conceptualization, X.Z., B.A. and J.R.; methodology, X.Z.; software, X.Z.; validation, B.A. and J.R.; formal analysis, X.Z.; resources, X.Z.; data curation, X.Z.; writing—original draft preparation, X.Z., J.R. and B.A.; writing—review and editing, B.A. and J.R.; visualization, X.Z.; supervision, B.A. and J.R.; project administration, J.R. and B.A.; funding acquisition, J.R. and B.A. All authors have read the manuscript and made some official changes, All authors have read and agreed to the published version of the manuscript.

Funding

This research received no external funding.

Institutional Review Board Statement

This study did not involve human or animal research, therefore this statement does not apply.

Informed Consent Statement

This study was used for research not involving humans, therefore this statement does not apply.

Data Availability Statement

The original contributions presented in the study are included in the article/Appendix A, Appendix B, Appendix C and Appendix D; further inquiries can be directed to the corresponding author.

Acknowledgments

The study is part of the project “Extreme Spatial and Urban Planning Tool for Episodes of Heat Waves and Flash Floods. Building resilience for cities and regions”, supported by the Ministry of Science and Innovation of Spain.

Conflicts of Interest

The authors declare no conflicts of interest.

Appendix A

Table A1. BMR land reclassification and land description.
Table A1. BMR land reclassification and land description.
Classification ResultsCLC Land Use Description
Continuous built-up areaContinuous urban fabric
Discontinuous built-up areaDiscontinuous urban fabric
Industrial landIndustrial or commercial units
Transportation landRoad and rail networks and associated land
Port areas
Airports
Mine, dump and construction sitesMineral extraction sites
Dump sites
Construction sites
Leisure landGreen urban areas
Sport and leisure facilities
CroplandNon-irrigated arable land
Permanently irrigated land
Rice fields
Vineyards
Fruit trees and berry plantations
Olive groves
Pastures
Annual crops associated with permanent crops
Complex cultivation patterns
Land principally occupied by agriculture, with significant areas of natural vegetation
Agro-forestry areas
WoodlandBroad-leaved forest
Coniferous forest
Mixed forest
GrasslandNatural grasslands
Moors and heathland
Sclerophyllous vegetation
Transitional woodland shrub
Inland marshes
Peat bogs
Salt marshes
Barren landBeaches, dunes, sands
Bare rocks
Sparsely vegetated areas
Burnt areas
Glaciers and perpetual snow
Salines
Intertidal flats
Water bodiesWater courses
Water bodies
Coastal lagoons
Estuaries
Sea and ocean

Appendix B

Table A2. Pearson correlation of variables involved in Table 3 _Model 2006 1.
Table A2. Pearson correlation of variables involved in Table 3 _Model 2006 1.
Var. 12345678910111213141516
1Pearson10.331 **0.341 **0.030.100 **0.387 **0.230 **0.824 **0.410 **−0.690 **−0.102 **−0.796 **−0.690 **−0.102 **−0.447 **−0.480 **
Sign. 000.146000000000000
N. cases2283228322832283228322832283227322831740174022801740174022832283
2Pearson0.331 **10.724 **−0.320 **0.032−0.0020.030.387 **0.893 **−0.287 **0.325 **−0.439 **−0.287 **0.325 **0.0210.01
Sign.0 000.1310.9140.15300000000.3140.629
N. cases2283228322832283228322832283227322831740174022801740174022832283
3Pearson0.341 **0.724 **10.404 **0.0280.448 **0.078 **0.352 **0.863 **−0.388 **−0.221 **−0.388 **−0.388 **−0.221 **−0.093 **−0.116 **
Sign.00 00.18600000000000
N. cases2283228322832283228322832283227322831740174022801740174022832283
4Pearson0.03−0.320 **0.404 **1−0.0050.578 **0.085 **−0.037−0.022−0.176 **−0.692 **0.038−0.176 **−0.692 **−0.126 **−0.140 **
Sign.0.14600 0.799000.0760.285000.0690000
N. cases2283228322832283228322832283227322831740174022801740174022832283
5Pearson0.100 **0.0320.028−0.00510.103 **0.058 **0.116 **0.067 **−0.077 **−0.097 **−0.097 **−0.077 **−0.097 **−0.077 **−0.080 **
Sign.00.1310.1860.799 00.00600.0010.001000.001000
N. cases2283228322832283228322832283227322831740174022801740174022832283
6Pearson0.387 **−0.0020.448 **0.578 **0.103 **10.192 **0.454 **0.332 **−0.612 **−0.724 **−0.444 **−0.612 **−0.724 **−0.336 **−0.356 **
Sign.00.914000 0000000000
N. cases2283228322832283228322832283227322831740174022801740174022832283
7Pearson0.230 **0.030.078 **0.085 **0.058 **0.192 **10.254 **0.060 **−0.231 **−0.055 *−0.203 **−0.231 **−0.055 *−0.139 **−0.153 **
Sign.00.153000.0060 00.00400.022000.02200
N. cases2283228322832283228322832283227322831740174022801740174022832283
8Pearson0.824 **0.387 **0.352 **−0.0370.116 **0.454 **0.254 **10.469 **−0.732 **−0.111 **−0.911 **−0.732 **−0.111 **−0.524 **−0.565 **
Sign.0000.076000 00000000
N. cases2273227322732273227322732273227322731732173222731732173222732273
9Pearson0.410 **0.893 **0.863 **−0.0220.067 **0.332 **0.060 **0.469 **1−0.413 **−0.008−0.512 **−0.413 **−0.008−0.090 **−0.107 **
Sign.0000.2850.00100.0040 00.733000.73300
N. cases2283228322832283228322832283227322831740174022801740174022832283
10Pearson−0.690 **−0.287 **−0.388 **−0.176 **−0.077 **−0.612 **−0.231 **−0.732 **−0.413 **10.332 **0.758 **10.000 **0.332 **0.297 **0.334 **
Sign.00000.0010000 000000
N. cases1740174017401740174017401740173217401740174017381740174017401740
11Pearson−0.102 **0.325 **−0.221 **−0.692 **−0.097 **−0.724 **−0.055 *−0.111 **−0.0080.332 **10.082 **0.332 **10.000 **0.320 **0.345 **
Sign.0000000.02200.7330 0.0010000
N. cases1740174017401740174017401740173217401740174017381740174017401740
12Pearson−0.796 **−0.439 **−0.388 **0.038−0.097 **−0.444 **−0.203 **−0.911 **−0.512 **0.758 **0.082 **10.758 **0.082 **0.388 **0.425 **
Sign.0000.0690000000.001 00.00100
N. cases2280228022802280228022802280227322801738173822801738173822802280
13Pearson−0.690 **−0.287 **−0.388 **−0.176 **−0.077 **−0.612 **−0.231 **−0.732 **−0.413 **10.000 **0.332 **0.758 **10.332 **0.297 **0.334 **
Sign.00000.0010000000 000
N. cases1740174017401740174017401740173217401740174017381740174017401740
14Pearson−0.102 **0.325 **−0.221 **−0.692 **−0.097 **−0.724 **−0.055 *−0.111 **−0.0080.332 **10.000 **0.082 **0.332 **10.320 **0.345 **
Sign.0000000.02200.733000.0010 00
N. cases1740174017401740174017401740173217401740174017381740174017401740
15Pearson−0.447 **0.021−0.093 **−0.126 **−0.077 **−0.336 **−0.139 **−0.524 **−0.090 **0.297 **0.320 **0.388 **0.297 **0.320 **10.949 **
Sign.00.314000000000000 0
N. cases2283228322832283228322832283227322831740174022801740174022832283
16Pearson−0.480 **0.01−0.116 **−0.140 **−0.080 **−0.356 **−0.153 **−0.565 **−0.107 **0.334 **0.345 **0.425 **0.334 **0.345 **0.949 **1
Sign.00.6290000000000000
N. cases2283228322832283228322832283227322831740174022801740174022832283
1 The variables corresponding to the code are as follows: 1—Forest%, 2—Longitude, 3—Latitude, 4—Distance from coastline, 5—Orientation, 6—Altitude, 7—Slope, 8—NDVI_MEAN, 9—Precipitation, 10—LST_DAY, 11—LST_NIGHT, 12—NDBI, 13—UHIE_DAY, 14—UHIE_NIGHT, 15—Impermeable area, 16—Artificial area. ** Corr. is significant at 0.01 level (two-tailed). * Corr. is significant at 0.05 level (two-tailed).
Table A3. Pearson correlation of variables involved in Table 3 _Model 2012 1.
Table A3. Pearson correlation of variables involved in Table 3 _Model 2012 1.
Var. 12345678910111213141516
1Pearson10.327 **0.341 **0.0380.097 **0.391 **0.229 **0.828 **−0.322 **−0.631 **−0.211 **−0.784 **−0.631 **−0.211 **−0.499 **−0.520 **
Sign. 000.073000000000000
N. cases2268226822682268226822682268226322681730173022641730173011781252
2Pearson0.327 **10.724 **−0.319 **0.031−0.0050.0280.343 **−0.708 **−0.208 **0.014−0.405 **−0.208 **0.014−0.018−0.009
Sign.0 000.1380.8060.1840000.547000.5470.5420.745
N. cases2268226822682268226822682268226322681730173022641730173011781252
3Pearson0.341 **0.724 **10.405 **0.0270.447 **0.077 **0.349 **−0.606 **−0.395 **−0.536 **−0.446 **−0.395 **−0.536 **−0.056−0.057 *
Sign.00 00.1920000000000.0530.045
N. cases2268226822682268226822682268226322681730173022641730173011781252
4Pearson0.038−0.319 **0.405 **1−0.0050.582 **0.086 **0.0270.156 **−0.278 **−0.729 **−0.097 **−0.278 **−0.729 **−0.031−0.04
Sign.0.07300 0.826000.1950000000.2870.16
N. cases2268226822682268226822682268226322681730173022641730173011781252
5Pearson0.097 **0.0310.027−0.00510.101 **0.058 **0.111 **−0.002−0.069 **−0.127 **−0.105 **−0.069 **−0.127 **−0.048−0.061 *
Sign.00.1380.1920.826 00.00600.9320.004000.00400.1020.032
N. cases2268226822682268226822682268226322681730173022641730173011781252
6Pearson0.391 **−0.0050.447 **0.582 **0.101 **10.191 **0.508 **−0.138 **−0.731 **−0.830 **−0.558 **−0.731 **−0.830 **−0.228 **−0.256 **
Sign.00.806000 0000000000
N. cases2268226822682268226822682268226322681730173022641730173011781252
7Pearson0.229 **0.0280.077 **0.086 **0.058 **0.191 **10.276 **−0.01−0.229 **−0.087 **−0.219 **−0.229 **−0.087 **−0.203 **−0.238 **
Sign.00.184000.0060 00.6350000000
N. cases2268226822682268226822682268226322681730173022641730173011781252
8Pearson0.828 **0.343 **0.349 **0.0270.111 **0.508 **0.276 **1−0.340 **−0.727 **−0.276 **−0.907 **−0.727 **−0.276 **−0.527 **−0.566 **
Sign.0000.195000 00000000
N. cases2263226322632263226322632263226322631726172622631726172611731247
9Pearson−0.322 **−0.708 **−0.606 **0.156 **−0.002−0.138 **−0.01−0.340 **10.311 **0.149 **0.329 **0.311 **0.149 **0.143 **0.148 **
Sign.00000.93200.6350 0000000
N. cases2268226822682268226822682268226322681730173022641730173011781252
10Pearson−0.631 **−0.208 **−0.395 **−0.278 **−0.069 **−0.731 **−0.229 **−0.727 **0.311 **10.573 **0.764 **10.000 **0.573 **0.213 **0.244 **
Sign.00000.0040000 000000
N. cases17301730173017301730173017301726173017301730172717301730890955
11Pearson−0.211 **0.014−0.536 **−0.729 **−0.127 **−0.830 **−0.087 **−0.276 **0.149 **0.573 **10.349 **0.573 **10.000 **0.187 **0.217 **
Sign.00.54700000000 00000
N. cases17301730173017301730173017301726173017301730172717301730890955
12Pearson−0.784 **−0.405 **−0.446 **−0.097 **−0.105 **−0.558 **−0.219 **−0.907 **0.329 **0.764 **0.349 **10.764 **0.349 **0.371 **0.405 **
Sign.00000000000 0000
N. cases2264226422642264226422642264226322641727172722641727172711741248
13Pearson−0.631 **−0.208 **−0.395 **−0.278 **−0.069 **−0.731 **−0.229 **−0.727 **0.311 **10.000 **0.573 **0.764 **10.573 **0.213 **0.244 **
Sign.00000.0040000000 000
N. cases17301730173017301730173017301726173017301730172717301730890955
14Pearson−0.211 **0.014−0.536 **−0.729 **−0.127 **−0.830 **−0.087 **−0.276 **0.149 **0.573 **10.000 **0.349 **0.573 **10.187 **0.217 **
Sign.00.54700000000000 00
N. cases17301730173017301730173017301726173017301730172717301730890955
15Pearson−0.499 **−0.018−0.056−0.031−0.048−0.228 **−0.203 **−0.527 **0.143 **0.213 **0.187 **0.371 **0.213 **0.187 **10.953 **
Sign.00.5420.0530.2870.102000000000 0
N. cases117811781178117811781178117811731178890890117489089011781178
16Pearson−0.520 **−0.009−0.057 *−0.04−0.061 *−0.256 **−0.238 **−0.566 **0.148 **0.244 **0.217 **0.405 **0.244 **0.217 **0.953 **1
Sign.00.7450.0450.160.0320000000000
N. cases125212521252125212521252125212471252955955124895595511781252
1 The variables corresponding to the code are as follows: 1—Forest%, 2—Longitude, 3—Latitude, 4—Distance from coastline, 5—Orientation, 6—Altitude, 7—Slope, 8—NDVI_MEAN, 9—Precipitation, 10—LST_DAY, 11—LST_NIGHT, 12—NDBI, 13—UHIE_DAY, 14—UHIE_NIGHT, 15—Impermeable area, 16—Artificial area. ** Corr. is significant at 0.01 level (two-tailed). * Corr. is significant at 0.05 level (two-tailed).
Table A4. Pearson correlation of variables involved in Table 3 _Model 2018 1.
Table A4. Pearson correlation of variables involved in Table 3 _Model 2018 1.
Var. 12345678910111213141516
1Pearson10.330 **0.343 **0.0380.097 **0.384 **0.227 **0.811 **0.205 **−0.602 **−0.229 **−0.801 **−0.602 **−0.229 **−0.459 **−0.490 **
Sign. 000.072000000000000
N. cases2264226422642264226422642264225522641726172622561726172622642264
2Pearson0.330 **10.723 **−0.322 **0.031−0.0060.0280.409 **0.029−0.153 **−0.082 **−0.419 **−0.153 **−0.082 **0.0270.011
Sign.0 000.1440.7780.17800.16700.001000.0010.2070.597
N. cases2264226422642264226422642264225522641726172622561726172622642264
3Pearson0.343 **0.723 **10.404 **0.0270.446 **0.078 **0.397 **−0.147 **−0.439 **−0.534 **−0.427 **−0.439 **−0.534 **−0.095 **−0.119 **
Sign.00 00.19600000000000
N. cases2264226422642264226422642264225522641726172622561726172622642264
4Pearson0.038−0.322 **0.404 **1−0.0040.581 **0.087 **0.005−0.142 **−0.400 **−0.572 **−0.044 *−0.400 **−0.572 **−0.136 **−0.144 **
Sign.0.07200 0.836000.80000.0360000
N. cases2264226422642264226422642264225522641726172622561726172622642264
5Pearson0.097 **0.0310.027−0.00410.102 **0.058 **0.118 **0.069 **−0.04−0.143 **−0.118 **−0.04−0.143 **−0.073 **−0.072 **
Sign.00.1440.1960.836 00.00600.0010.095000.09500.0010.001
N. cases2264226422642264226422642264225522641726172622561726172622642264
6Pearson0.384 **−0.0060.446 **0.581 **0.102 **10.191 **0.450 **0.162 **−0.790 **−0.737 **−0.515 **−0.790 **−0.737 **−0.346 **−0.364 **
Sign.00.778000 0000000000
N. cases2264226422642264226422642264225522641726172622561726172622642264
7Pearson0.227 **0.0280.078 **0.087 **0.058 **0.191 **10.261 **0.081 **−0.213 **−0.056 *−0.233 **−0.213 **−0.056 *−0.140 **−0.157 **
Sign.00.178000.0060 0000.02000.0200
N. cases2264226422642264226422642264225522641726172622561726172622642264
8Pearson0.811 **0.409 **0.397 **0.0050.118 **0.450 **0.261 **10.234 **−0.671 **−0.285 **−0.934 **−0.671 **−0.285 **−0.545 **−0.578 **
Sign.0000.8000 00000000
N. cases2255225522552255225522552255225522551718171822551718171822552255
9Pearson0.205 **0.029−0.147 **−0.142 **0.069 **0.162 **0.081 **0.234 **1−0.261 **−0.076 **−0.294 **−0.261 **−0.076 **−0.100 **−0.093 **
Sign.00.167000.001000 00.002000.00200
N. cases2264226422642264226422642264225522641726172622561726172622642264
10Pearson−0.602 **−0.153 **−0.439 **−0.400 **−0.04−0.790 **−0.213 **−0.671 **−0.261 **10.620 **0.706 **10.000 **0.620 **0.380 **0.412 **
Sign.00000.0950000 000000
N. cases1726172617261726172617261726171817261726172617181726172617261726
11Pearson−0.229 **−0.082 **−0.534 **−0.572 **−0.143 **−0.737 **−0.056 *−0.285 **−0.076 **0.620 **10.298 **0.620 **10.000 **0.340 **0.365 **
Sign.00.00100000.0200.0020 00000
N. cases1726172617261726172617261726171817261726172617181726172617261726
12Pearson−0.801 **−0.419 **−0.427 **−0.044 *−0.118 **−0.515 **−0.233 **−0.934 **−0.294 **0.706 **0.298 **10.706 **0.298 **0.467 **0.495 **
Sign.0000.0360000000 0000
N. cases2256225622562256225622562256225522561718171822561718171822562256
13Pearson−0.602 **−0.153 **−0.439 **−0.400 **−0.04−0.790 **−0.213 **−0.671 **−0.261 **10.000 **0.620 **0.706 **10.620 **0.380 **0.412 **
Sign.00000.0950000000 000
N. cases1726172617261726172617261726171817261726172617181726172617261726
14Pearson−0.229 **−0.082 **−0.534 **−0.572 **−0.143 **−0.737 **−0.056 *−0.285 **−0.076 **0.620 **10.000 **0.298 **0.620 **10.340 **0.365 **
Sign.00.00100000.0200.0020000 00
N. cases1726172617261726172617261726171817261726172617181726172617261726
15Pearson−0.459 **0.027−0.095 **−0.136 **−0.073 **−0.346 **−0.140 **−0.545 **−0.100 **0.380 **0.340 **0.467 **0.380 **0.340 **10.949 **
Sign.00.207000.001000000000 0
N. cases2264226422642264226422642264225522641726172622561726172622642264
16Pearson−0.490 **0.011−0.119 **−0.144 **−0.072 **−0.364 **−0.157 **−0.578 **−0.093 **0.412 **0.365 **0.495 **0.412 **0.365 **0.949 **1
Sign.00.597000.0010000000000
N. cases2264226422642264226422642264225522641726172622561726172622642264
1 The variables corresponding to the code are as follows: 1—Forest%, 2—Longitude, 3—Latitude, 4—Distance from coastline, 5—Orientation, 6—Altitude, 7—Slope, 8—NDVI_MEAN, 9—Precipitation, 10—LST_DAY, 11—LST_NIGHT, 12—NDBI, 13—UHIE_DAY, 14—UHIE_NIGHT, 15—Impermeable area, 16—Artificial area. ** Corr. is significant at 0.01 level (two-tailed). * Corr. is significant at 0.05 level (two-tailed).

Appendix C

Table A5. Pearson correlation of variables involved in Table 4 _Model 2006.
Table A5. Pearson correlation of variables involved in Table 4 _Model 2006.
Variables Forest%NDVI_MEANPrecipitationLST_DAYLST_NIGHT
Forest%Pearson10.846 **0.436 **−0.765 **−0.229 **
Sig. 0000
N. cases22152215221522152215
NDVI_MEANPearson0.846 **10.438 **−0.797 **−0.314 **
Sig.0 000
N. cases22152215221522152215
PrecipitationPearson0.436 **0.438 **1−0.417 **−0.001
Sig.00 00.963
N. cases22152215221522152215
LST_DAYPearson−0.765 **−0.797 **−0.417 **10.402 **
Sig.000 0
N. cases22152215221522152215
LST_NIGHTPearson−0.229 **−0.314 **−0.0010.402 **1
Sig.000.9630
N. cases22152215221522152215
** Corr. is significant at 0.01 level (two-tailed).
Table A6. Pearson correlation of variables involved in Table 4 _Model 2012.
Table A6. Pearson correlation of variables involved in Table 4 _Model 2012.
VariablesAnalysisForest%NDVI_MEANPrecipitationLST_DAYLST_NIGHT
Forest%Pearson10.819 **−0.361 **−0.721 **−0.334 **
Sig. 0000
N. cases22202220222022202220
NDVI_MEANPearson0.819 **1−0.349 **−0.759 **−0.408 **
Sig.0 000
N. cases22202220222022202220
PrecipitationPearson−0.361 **−0.349 **10.364 **0.178 **
Sig.00 00
N. cases22202220222022202220
LST_DAYPearson−0.721 **−0.759 **0.364 **10.566 **
Sig.000 0
N. cases22202220222022202220
LST_NIGHTPearson−0.334 **−0.408 **0.178 **0.566 **1
Sig.0000
N. cases22202220222022202220
** Corr. is significant at 0.01 level (two-tailed).
Table A7. Pearson correlation of variables involved in Table 4 _Model 2018.
Table A7. Pearson correlation of variables involved in Table 4 _Model 2018.
VariablesAnalysisForest%NDVI_MEANPrecipitationLST_DAYLST_NIGHT
Forest%Pearson10.831 **0.218 **−0.693 **−0.340 **
Sig. 0000
N. cases22172217221722172217
NDVI_MEANPearson0.831 **10.235 **−0.755 **−0.439 **
Sig.0 000
N. cases22172217221722172217
PrecipitationPearson0.218 **0.235 **1−0.285 **−0.088 **
Sig.00 00
N. cases22172217221722172217
LST_DAYPearson−0.693 **−0.755 **−0.285 **10.644 **
Sig.000 0
N. cases22172217221722172217
LST_NIGHTPearson−0.340 **−0.439 **−0.088 **0.644 **1
Sig.0000
N. cases22172217221722172217
** Corr. is significant at 0.01 level (two-tailed).

Appendix D

Table A8. Pearson correlation of variables involved in Table 5 1.
Table A8. Pearson correlation of variables involved in Table 5 1.
Var 123456789101112131415161718192021
1Pearson10.999 **0.999 **−0.111 **0.328 **0.342 **0.0380.097 **0.385 **0.227 **0.811 **0.204 **−0.602 **−0.228 **−0.801 **−0.602 **−0.228 **−0.460 **−0.490 **0.043−0.197 **
Sig.0000000.0680000000000000.0760
N. cases226722672267226722672267226722672267226722582267172817282259172817282267226717281728
2Pearson0.999 **10.998 **−0.110 **0.327 **0.342 **0.0390.097 **0.384 **0.227 **0.810 **0.203 **−0.601 **−0.229 **−0.799 **−0.601 **−0.229 **−0.460 **−0.490 **0.043−0.196 **
Sig.0 00000.0610000000000000.0760
N. cases226722672267226722672267226722672267226722582267172817282259172817282267226717281728
3Pearson0.999 **0.998 **1−0.117 **0.323 **0.336 **0.0360.097 **0.382 **0.230 **0.809 **0.205 **−0.599 **−0.226 **−0.796 **−0.599 **−0.226 **−0.458 **−0.490 **0.042−0.192 **
Sig.00 0000.0860000000000000.0780
N. cases226722672267226722672267226722672267226722582267172817282259172817282267226717281728
4Pearson−0.111 **−0.110 **−0.117 **1−0.029−0.04−0.006−0.016−0.051 *−0.029−0.087 **0.0170.227 **0.076 **0.073 **0.227 **0.076 **0.070 **0.079 **−0.0260.069 **
Sig.000 0.1740.060.7710.4380.0150.17100.42800.002000.0020.00100.2840.004
N. cases226722672267226722672267226722672267226722582267172817282259172817282267226717281728
5Pearson0.328 **0.327 **0.323 **−0.02910.723 **−0.322 **0.031−0.0060.0280.408 **0.028−0.152 **−0.082 **−0.418 **−0.152 **−0.082 **0.0270.0110.244 **−0.708 **
Sig.0000.174 000.1450.7720.18300.17700.001000.0010.2020.59200
N. cases226722672267226722672267226722672267226722582267172817282259172817282267226717281728
6Pearson0.342 **0.342 **0.336 **−0.040.723 **10.403 **0.0270.446 **0.077 **0.397 **−0.148 **−0.438 **−0.534 **−0.427 **−0.438 **−0.534 **−0.095 **−0.119 **−0.200 **−0.487 **
Sig.0000.060 00.1950000000000000
N. cases226722672267226722672267226722672267226722582267172817282259172817282267226717281728
7Pearson0.0380.0390.036−0.006−0.322 **0.403 **1−0.0040.581 **0.087 **0.006−0.142 **−0.400 **−0.572 **−0.044 *−0.400 **−0.572 **−0.136 **−0.145 **−0.552 **0.280 **
Sig.0.0680.0610.0860.77100 0.84000.7870000.035000000
N. cases226722672267226722672267226722672267226722582267172817282259172817282267226717281728
8Pearson0.097 **0.097 **0.097 **−0.0160.0310.027−0.00410.102 **0.058 **0.118 **0.068 **−0.04−0.143 **−0.118 **−0.04−0.143 **−0.073 **−0.072 **0.069 **−0.069 **
Sig.0000.4380.1450.1950.84 00.00600.0010.097000.097000.0010.0040.004
N. cases226722672267226722672267226722672267226722582267172817282259172817282267226717281728
9Pearson0.385 **0.384 **0.382 **−0.051 *−0.0060.446 **0.581 **0.102 **10.191 **0.451 **0.161 **−0.790 **−0.737 **−0.516 **−0.790 **−0.737 **−0.346 **−0.365 **−0.541 **0.064 **
Sig.0000.0150.772000 000000000000.008
N. cases226722672267226722672267226722672267226722582267172817282259172817282267226717281728
10Pearson0.227 **0.227 **0.230 **−0.0290.0280.077 **0.087 **0.058 **0.191 **10.261 **0.081 **−0.213 **−0.056 *−0.234 **−0.213 **−0.056 *−0.140 **−0.158 **−0.0110.007
Sig.0000.1710.183000.0060 0000.02000.02000.650.773
N. cases226722672267226722672267226722672267226722582267172817282259172817282267226717281728
11Pearson0.811 **0.810 **0.809 **−0.087 **0.408 **0.397 **0.0060.118 **0.451 **0.261 **10.233 **−0.671 **−0.285 **−0.934 **−0.671 **−0.285 **−0.546 **−0.578 **0.002−0.245 **
Sig.0000000.787000 000000000.9250
N. cases225822582258225822582258225822582258225822582258172017202258172017202258225817201720
12Pearson0.204 **0.203 **0.205 **0.0170.028−0.148 **−0.142 **0.068 **0.161 **0.081 **0.233 **1−0.261 **−0.076 **−0.294 **−0.261 **−0.076 **−0.098 **−0.091 **0.021−0.024
Sig.0000.4280.177000.001000 00.002000.002000.3760.319
N. cases226722672267226722672267226722672267226722582267172817282259172817282267226717281728
13Pearson−0.602 **−0.601 **−0.599 **0.227 **−0.152 **−0.438 **−0.400 **−0.04−0.790 **−0.213 **−0.671 **−0.261 **10.620 **0.706 **10.000 **0.620 **0.380 **0.411 **0.416 **0.026
Sig.00000000.0970000 00000000.285
N. cases172817281728172817281728172817281728172817201728172817281720172817281728172817281728
14Pearson−0.228 **−0.229 **−0.226 **0.076 **−0.082 **−0.534 **−0.572 **−0.143 **−0.737 **−0.056 *−0.285 **−0.076 **0.620 **10.298 **0.620 **10.000 **0.339 **0.364 **0.548 **0.186 **
Sig.0000.0020.00100000.0200.0020 0000000
N. cases172817281728172817281728172817281728172817201728172817281720172817281728172817281728
15Pearson−0.801 **−0.799 **−0.796 **0.073 **−0.418 **−0.427 **−0.044 *−0.118 **−0.516 **−0.234 **−0.934 **−0.294 **0.706 **0.298 **10.706 **0.298 **0.468 **0.495 **0.0030.240 **
Sig.0000000.0350000000 00000.8950
N. cases225922592259225922592259225922592259225922582259172017202259172017202259225917201720
16Pearson−0.602 **−0.601 **−0.599 **0.227 **−0.152 **−0.438 **−0.400 **−0.04−0.790 **−0.213 **−0.671 **−0.261 **10.000 **0.620 **0.706 **10.620 **0.380 **0.411 **0.416 **0.026
Sig.00000000.0970000000 00000.285
N. cases172817281728172817281728172817281728172817201728172817281720172817281728172817281728
17Pearson−0.228 **−0.229 **−0.226 **0.076 **−0.082 **−0.534 **−0.572 **−0.143 **−0.737 **−0.056 *−0.285 **−0.076 **0.620 **10.000 **0.298 **0.620 **10.339 **0.364 **0.548 **0.186 **
Sig.0000.0020.00100000.0200.0020000 0000
N. cases172817281728172817281728172817281728172817201728172817281720172817281728172817281728
18Pearson−0.460 **−0.460 **−0.458 **0.070 **0.027−0.095 **−0.136 **−0.073 **−0.346 **−0.140 **−0.546 **−0.098 **0.380 **0.339 **0.468 **0.380 **0.339 **10.949 **0.244 **−0.007
Sig.0000.0010.202000000000000 000.784
N. cases226722672267226722672267226722672267226722582267172817282259172817282267226717281728
19Pearson−0.490 **−0.490 **−0.490 **0.079 **0.011−0.119 **−0.145 **−0.072 **−0.365 **−0.158 **−0.578 **−0.091 **0.411 **0.364 **0.495 **0.411 **0.364 **0.949 **10.247 **−0.006
Sig.00000.592000.0010000000000 00.808
N. cases226722672267226722672267226722672267226722582267172817282259172817282267226717281728
20Pearson0.0430.0430.042−0.0260.244 **−0.200 **−0.552 **0.069 **−0.541 **−0.0110.0020.0210.416 **0.548 **0.0030.416 **0.548 **0.244 **0.247 **1−0.172 **
Sig.0.0760.0760.0780.2840000.00400.650.9250.376000.8950000 0
N. cases172817281728172817281728172817281728172817201728172817281720172817281728172817281728
21Pearson−0.197 **−0.196 **−0.192 **0.069 **−0.708 **−0.487 **0.280 **−0.069 **0.064 **0.007−0.245 **−0.0240.0260.186 **0.240 **0.0260.186 **−0.007−0.006−0.172 **1
Sig.0000.0040000.0040.0080.77300.3190.285000.28500.7840.8080
N. cases172817281728172817281728172817281728172817201728172817281720172817281728172817281728
1 The variables corresponding to the code are as follows: 1—PLAND, 2—PD, 3—ENT, 4—Compactness, 5—Longitude, 6—Latitude, 7—Distance from coastline, 8—Orientation, 9—Altitude, 10—Slope, 11—NDVI_MEAN, 12—Precipitation, 13—LST_DAY, 14—LST_NIGHT, 15—NDBI, 16—UHIE_DAY, 17—UHIE_NIGHT, 18—Impermeable area, 19—Artificial area, 20—Difference_DAY, 21—Difference_NIGHT. ** Corr. is significant at 0.01 level (two-tailed). * Corr. is significant at 0.05 level (two-tailed).

References

  1. Liu, M. Analysis of Forest Resource Changes and Influencing Factors in the Yellow River Basin (Gansu Section) Integrating Multi-Source Remote Sensing Data. Master’s Thesis, Lanzhou University of Technology, Lanzhou, China, 2023. [Google Scholar]
  2. Feng, D.R.; Fu, M.C.; Sun, Y.Y. How Large-Scale Anthropogenic Activities Influence Vegetation Cover Change in China? A Review. Forests 2021, 12, 320. [Google Scholar] [CrossRef]
  3. Aubinet, M.; Grelle, A.; Ibrom, A. Estimates of the annual net carbon and water exchange of forests: The EUROFLUX methodology. In Advances in Ecological Research; Academic Press: Cambridge, MA, USA, 1999; Volume 30, pp. 113–175. [Google Scholar]
  4. Yang, R. Research on Remote Sensing Forest Classification Based on ALOS Data. Master’s Thesis, Capital Normal University, Beijing, China, 2013. [Google Scholar]
  5. Li, C.; Zhu, T.; Zhou, M. Study on spatiotemporal changes in vegetation net primary productivity and its influencing factors in the Hexi Corridor. Acta Ecol. Sin. 2021, 41, 1931–1943. [Google Scholar]
  6. IPCC. Climate Change 2021. The Physical Science Basis. In Working Group I Contribution to the Sixth Assessment Report of the Intergovernmental Panel on Climate Change; Cambridge University Press: Cambridge, UK, 2021; pp. 1–3949. [Google Scholar]
  7. Jiang, T.; Zhai, J.; Luo, Y. Progress in climate change impact adaptation and vulnerability assessment reports: New understanding of IPCC AR5 to AR6. J. Atmos. Sci. 2022, 45, 502–511. [Google Scholar]
  8. Chen, X.; Wang, Z. Research and practice on dynamic monitoring of forest resources in Wangqing County based on remote sensing technology. Surv. Mapp. Spat. Geogr. Inf. 2016, 39, 125–129. [Google Scholar]
  9. Shi, J.; Lei, Y.; Zhao, T. Research progress on forest resources sampling survey techniques. For. Sci. Res. 2009, 22, 101–108. [Google Scholar]
  10. Jin, K.; Wang, F.; Han, C. Impact of climate change and human activities on vegetation NDVI changes in China from 1982 to 2015. Acta Geogr. Sin. 2020, 75, 961–974. [Google Scholar]
  11. Achard, F.; Estreguil, C. Forest classification of Southeast Asia using NOAA AVHRR data. Remote Sens. Environ. 1995, 54, 198–208. [Google Scholar] [CrossRef]
  12. Liu, A.; Liu, Z.; Wang, J. Research on forest mapping in China based on PCA transformation and neuron network classification method. Yangtze River Basin Resour. Environ. 2006, 15, 19–24. [Google Scholar]
  13. Jing, X.; Wang, J.; Huang, W.; Liu, L.; Wang, J. Study on Forest Vegetation Classification Based on Multi-Temporal Remote Sensing Images. Comput. Comput. Technol. Agric. II 2009, 293, 115. [Google Scholar]
  14. Chen, J.; Chen, J.; Liao, A. Global land cover mapping at 30 m resolution: A POK-based operational approach. ISPRS J. Photogramm. Remote Sens. 2015, 103, 7–27. [Google Scholar] [CrossRef]
  15. Yang, C.; He, R.; Luo, S. Analysis of the tropical forest vegetation change in Xishuangbanna of PR China by using LANDSAT TM[C]//MIPPR 2007: Automatic Target Recognition and Image Analysis; and Multispectral Image Acquisition. SPIE 2007, 6786, 956–959. [Google Scholar]
  16. Pekkarinen, A.; Reithmaier, L.; Strobl, P. Pan-European forest/non-forest mapping with Landsat ETM+ and CORINE Land Cover 2000 data. ISPRS J. Photogramm. Remote Sens. 2009, 64, 171–183. [Google Scholar] [CrossRef]
  17. Xiang, J.; Xing, Y.; Wei, W. Dynamic Detection of Forest Change in Hunan Province Based on Sentinel-2 Images and Deep Learning. Remote Sens. 2023, 15, 628. [Google Scholar] [CrossRef]
  18. CORINE Land Cover. Available online: https://land.copernicus.eu/en/products/corine-land-cover (accessed on 15 March 2024).
  19. Xiao, Z.; Liu, L.; Chen, X.; Gao, Y.; Xie, S.; Mi, J. GLC_FCS30: Global land-cover product with fine classification system at 30 m using time-series Landsat imagery. Earth Syst. Sci. Data 2021, 13, 2753–2776. [Google Scholar]
  20. Wang, J.; Zhao, J.; Li, C. Spatiotemporal pattern of anthropogenic impacts on vegetation cover in China from 2001 to 2015. Acta Geogr. Sin. 2019, 74, 504–519. [Google Scholar]
  21. He, H.; Zhang, B.; Hou, Q. Change characteristics of normalized vegetation index (NDVI) and response to climate change in northern China from 1982 to 2015. J. Ecol. Rural Environ. 2020, 36, 70–80. [Google Scholar]
  22. Jin, K. Spatiotemporal Changes in Vegetation Coverage in China and Its Relationship with Climate and Human Activities. Master’s Thesis, Northwest A&F University, Shanxi, China, 2019. [Google Scholar]
  23. Jiang, L.L.; Guli, J.; Bao, A. Vegetation dynamics and responses to climate change and human activities in Central Asia. Sci. Total Environ. 2017, 599–600, 967–980. [Google Scholar] [CrossRef] [PubMed]
  24. Wang, X.; Liu, Z.; Jiao, K. Spatiotemporal dynamics of NDVI and its driving factors in Northeastern forests from 2000 to 2017. J. Ecol. 2020, 39, 2878–2886. [Google Scholar]
  25. Zhang, X.; Roca, J.; Arellano, B. Evolution of ecological patterns of land use changes in European metropolitan areas. In Proceedings of the Remote Sensing Technologies and Applications in Urban Environments VII, Proceedings of SPIE, Berlin, Germany, 26 October 2022. [Google Scholar]
  26. Tian, R. A Comprehensive Study on the Impact of Climate Change on NDVI in the Forests of ParlungZangbo and Zayu River Basins. Master’s Thesis, Tibet Agricultural and Animal Husbandry University, Linzhi, China, 2023. [Google Scholar]
  27. Smith, T.M.; Shugart, H.H.; Halpin, P.N. Computer models of forest dynamics and global changes in the environment. In Responses of Forest Ecosystems to Environmental Changes; Springer: Dordrecht, The Netherlands, 1992; pp. 91–102. [Google Scholar]
  28. Neilson, R.P. Vegetation redistribution: A possible biosphere source of CO2 during climatic change. Water Air Soil Pollut. 1993, 70, 659–673. [Google Scholar] [CrossRef]
  29. Cao, H.; Hua, Y.; Liang, X.; Long, Z.; Qi, J.; Wen, D.; Nathan, J.R.; Su, H.; Jiang, G. Wavelet analysis reveals mismatch between temperate forest plant leaf phenology and Siberian roe deer molt under climate warming. In Proceedings of the Collection of Abstracts of Papers from the 16th National Academic Symposium on Wildlife Ecology and Resource Protection, Yichang, China, 26 August 2023. [Google Scholar]
  30. Hu, D.J.; Li, B.S.; Sa, L.L. Vegetation dynamics and its responses to drought in Ordos Plateau. Sci. Surv. Mapp. 2019, 43, 49–58. [Google Scholar]
  31. Roca, J.; Arellano, B. Urban structure, polycentrism and sprawl: The examples of Madrid and Barcelona. City Territory Territ. Stud. 2011, 168, 299–321. [Google Scholar]
  32. Roca, J.; Arellano, B. Effects of urban greenery on health. A study from remote sensing. In Proceedings of the International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences, Nice, France, 11 June 2022. [Google Scholar]
  33. Bai, J. Study on the Spatial Pattern and Dynamics of Vegetation Landscape in Wenlue River Basin of Guandi Mountain Forest Area. Master’s Thesis, Shanxi Agricultural University, Taiyuan, China, 2004. [Google Scholar]
  34. Hu, W. Study on Landscape Pattern and Stability of Hani Terraces in Yuanyang. Ph.D. Thesis, Kunming University of Science and Technology, Kunming, China, 2009. [Google Scholar]
  35. Wang, Y. Analysis of rural land use landscape pattern supported by geography technology—A case study of Macheng City, Hubei Province. Urban Surv. 2014, 6, 4–8. [Google Scholar]
  36. E erdun. Impact of Land Use and Landscape Pattern Changes on Watershed Erosion and Sediment Production. Master’s Thesis, North China Electric Power University, Beijing, China, 2015. [Google Scholar]
  37. Arellano, B.; Roca, J.; Serra, C.; Martínez, M.; Biere, R.; Lana, F. Heat Waves in the city of Barcelona: 1971–2020. ACE Archit. City Environ. 2022, 17, 11684. [Google Scholar]
Figure 1. Barcelona Metropolitan Region (BMR, with municipalities; city of Barcelona is in red). (a) BMR satellite aerial photography; (b) BMR mountain elevation map.
Figure 1. Barcelona Metropolitan Region (BMR, with municipalities; city of Barcelona is in red). (a) BMR satellite aerial photography; (b) BMR mountain elevation map.
Sustainability 16 05449 g001
Figure 2. Research idea map.
Figure 2. Research idea map.
Sustainability 16 05449 g002
Figure 3. Changes in ground occupation of BMR forest landscape. (a) Change trend of BMR forest land area; (b) BMR forest landscape proportion changing trend.
Figure 3. Changes in ground occupation of BMR forest landscape. (a) Change trend of BMR forest land area; (b) BMR forest landscape proportion changing trend.
Sustainability 16 05449 g003
Figure 4. Annual changes in BMR forest distribution. (a) BMR forest distribution map in 2006; (b) BMR forest distribution map in 2012; (c) BMR forest distribution map in 2018.
Figure 4. Annual changes in BMR forest distribution. (a) BMR forest distribution map in 2006; (b) BMR forest distribution map in 2012; (c) BMR forest distribution map in 2018.
Sustainability 16 05449 g004
Figure 5. Changes in BMR forest landscape patch conditions. (a) Trend of number of BMR forest patches; (b) trend of BMR forest patch density changes.
Figure 5. Changes in BMR forest landscape patch conditions. (a) Trend of number of BMR forest patches; (b) trend of BMR forest patch density changes.
Sustainability 16 05449 g005
Figure 6. Comparison of maximum patch index between BMR land and forest classification.
Figure 6. Comparison of maximum patch index between BMR land and forest classification.
Sustainability 16 05449 g006
Figure 7. Changes in landscape complexity between BMR and forest. (a) Change trends of Shannon entropy index of BMR and forest; (b) change trends of perimeter area fractal dimension of BMR forest.
Figure 7. Changes in landscape complexity between BMR and forest. (a) Change trends of Shannon entropy index of BMR and forest; (b) change trends of perimeter area fractal dimension of BMR forest.
Sustainability 16 05449 g007
Figure 8. Changes in landscape compactness and aggregation in BMR forests. (a) Trends in compactness of BMR forest; (b) trends in cohesion degree in BMR forest. * Note: The mixed index in the figure needs to refer to the secondary coordinate axis on the right, and the other classification indices still refer to the main coordinate axis on the left. The smaller the compactness index, the more compact the landscape is; the larger the cohesion index is, the more concentrated the landscape is.
Figure 8. Changes in landscape compactness and aggregation in BMR forests. (a) Trends in compactness of BMR forest; (b) trends in cohesion degree in BMR forest. * Note: The mixed index in the figure needs to refer to the secondary coordinate axis on the right, and the other classification indices still refer to the main coordinate axis on the left. The smaller the compactness index, the more compact the landscape is; the larger the cohesion index is, the more concentrated the landscape is.
Sustainability 16 05449 g008
Figure 9. Changes in NDVI in study area from 2006 to 2018. (a) Overall NDVI change trend of BMR from 2006 to 2018; (b) change trend of NDVI in forest areas from 2006 to 2018.
Figure 9. Changes in NDVI in study area from 2006 to 2018. (a) Overall NDVI change trend of BMR from 2006 to 2018; (b) change trend of NDVI in forest areas from 2006 to 2018.
Sustainability 16 05449 g009
Figure 10. Changes in NDVI in study area in two periods from 2006 to 2018. (a) Overall NDVI change trend of BMR from 2006 to 2012; (b) change trend of NDVI in forest areas from 2006 to 2012; (c) overall NDVI change trend of BMR from 2012 to 2018; (d) change trend of NDVI in forest areas from 2012 to 2018.
Figure 10. Changes in NDVI in study area in two periods from 2006 to 2018. (a) Overall NDVI change trend of BMR from 2006 to 2012; (b) change trend of NDVI in forest areas from 2006 to 2012; (c) overall NDVI change trend of BMR from 2012 to 2018; (d) change trend of NDVI in forest areas from 2012 to 2018.
Sustainability 16 05449 g010
Figure 11. Annual changes in average NDVI for each land use type in BMR. (a) Annual changes in average NDVI for all BMR land uses; (b) annual changes in average NDVI in forested areas.
Figure 11. Annual changes in average NDVI for each land use type in BMR. (a) Annual changes in average NDVI for all BMR land uses; (b) annual changes in average NDVI in forested areas.
Sustainability 16 05449 g011
Figure 12. Annual changes in forest green environmental quality index.
Figure 12. Annual changes in forest green environmental quality index.
Sustainability 16 05449 g012
Figure 13. NDVI of BMR vs. daytime LST. (a) NDVI_250 m; (b) daytime LST_1 km.
Figure 13. NDVI of BMR vs. daytime LST. (a) NDVI_250 m; (b) daytime LST_1 km.
Sustainability 16 05449 g013
Figure 14. Changes in forest area of different types for BMR from 2006 to 2018.
Figure 14. Changes in forest area of different types for BMR from 2006 to 2018.
Sustainability 16 05449 g014
Figure 15. Changes in various types of land area in BMR from 2006 to 2018.
Figure 15. Changes in various types of land area in BMR from 2006 to 2018.
Sustainability 16 05449 g015
Table 1. List of factors potentially influencing forest spatial distribution.
Table 1. List of factors potentially influencing forest spatial distribution.
TypeFactors
Natural factorsLongitude
Latitude
Distance from coastline
Orientation
Altitude
NDVI
Precipitation
LST
Human activityNDBI
Urban heat island effect
Impermeable area
Artificial area
Table 2. Forest green environmental quality assessment weight index.
Table 2. Forest green environmental quality assessment weight index.
Forest Species200620122018
Broad-leaved111
Coniferous0.430.440.44
Mixed000
Table 3. Forest area proportion OLS models.
Table 3. Forest area proportion OLS models.
Independent Variable bModel_2006 aModel_2012 aModel_2018 a
BBetatSig.BBetatSig.BBetatSig.
Constant−1672.13-−1.730.08−1148.61-−0.930.35−3620.67-−2.920.00
Longitude0.00−0.22−2.410.020.00−0.11−0.840.400.00−0.30−2.550.01
Latitude0.000.161.600.110.000.110.820.410.000.362.800.01
Distance from coastline0.000.010.170.870.000.010.060.950.00−0.17−2.080.04
Orientation0.000.000.250.810.020.021.190.240.010.010.360.72
Altitude−0.02−0.13−4.830.00−0.01−0.03−0.770.44−0.02−0.14−4.520.00
Slope1.550.021.130.261.930.010.560.581.630.021.120.26
NDVI_MEAN106.830.419.910.00128.940.478.430.0095.670.368.520.00
Precipitation3.410.071.330.18−2.20−0.05−1.720.091.300.041.910.06
LST_NIGHT2.680.103.790.00−1.99−0.12−3.320.003.090.103.970.00
NDBI−60.94−0.29−7.230.004.180.143.690.00−79.35−0.38−8.930.00
UHIE_DAY−3.90−0.22−9.190.00−61.75−0.24−4.630.00−2.79−0.17−5.820.00
Impermeable area−3.05−0.02−0.460.641.010.010.130.906.440.040.890.37
Artificial area−12.96−0.08−1.990.05−19.13−0.15−2.460.01−18.49−0.12−2.640.01
a The dependent variable of the three models is the proportion of forest area in that year. b LST_DAY and UHIE_NIGHT became excluded independent variables during the regression analysis.
Table 4. OLS models of average NDVI.
Table 4. OLS models of average NDVI.
Independent VariableModel_2006 aModel_2012 aModel_2018 a
BBetatSig.BBetatSig.BBetatSig.
Constant1.44 -28.35 0.00 1.73 -48.38 0.00 1.58 -38.940
Precipitation0.03 0.13 9.30 0.00 −0.02 −0.08 −5.59 0.00 0.00 0.01 0.900.367
LST_DAY−0.06−0.74 −47.60 0.00 −0.05 −0.74 −42.25 0.00 −0.06 −0.80 −42.150
LST_NIGHT0.00 0.02 −1.27 0.21 0.00 0.03 1.69 0.09 0.01 0.08 4.270
a The dependent variable for the three models is the average NDVI for the year.
Table 5. Forest landscape indicator OLS model selected for analysis in 2018.
Table 5. Forest landscape indicator OLS model selected for analysis in 2018.
Independent Variable dModel_PD aModel_ENT bModel_Compactness c
BBetatSig.BBetatSig.BBetatSig.
Constant−4549.12 -−3.66 0.00 −0.08 -−3.34 0.00 −372.52 -−0.12 0.905
Longitude0.00 −0.44 −3.71 0.00 0.00 −0.41 −3.38 0.00 0.00 0.02 0.070.943
Latitude0.00 0.47 3.66 0.00 0.00 0.43 3.31 0.00 0.00 0.07 0.300.768
Distance from coastline0.00 −0.20 −2.54 0.01 0.00 −0.18 −2.28 0.02 0.00 −0.09 −0.680.498
Orientation0.00 0.00 −0.28 0.78 0.00 −0.01 −0.36 0.72 −0.01 0.00 −0.170.862
Altitude−0.02 −0.10 −3.42 0.00 0.00 −0.10 −3.29 0.00 0.01 0.03 0.530.599
Slope1.18 0.01 0.82 0.41 0.00 0.02 1.05 0.29 −6.09 −0.04 −1.680.093
NDVI_MEAN91.58 0.34 8.20 0.00 0.00 0.36 8.47 0.00 −83.81 −0.22 −2.980.003
Precipitation1.62 0.05 2.38 0.02 0.00 0.05 2.31 0.02 −0.87 −0.02 −0.510.611
LST_DAY−3.63 −0.22 −7.38 0.00 0.00 −0.22 −7.23 0.00 2.85 0.12 2.310.021
LST_NIGHT3.38 0.11 4.06 0.00 0.00 0.11 3.85 0.00 −2.59 −0.06 −1.240.216
NDBI−70.13 −0.33 −7.87 0.00 0.00 −0.32 −7.44 0.00 3.73 0.01 0.170.868
Impermeable area4.19 0.03 0.58 0.56 0.00 0.04 0.86 0.39 14.88 0.06 0.820.411
Artificial area−20.75 −0.13 −2.98 0.00 0.00 −0.14 −3.12 0.00 −0.86 0.00 −0.050.961
Difference_LST_
DAY_2018-2006
4.78 0.13 6.70 0.00 0.00 0.13 6.47 0.00 −3.82 −0.07 −2.120.034
Difference_LST_
NIGHT_2018-2006
−2.23 −0.05 −2.15 0.03 0.00 −0.04 -2.00 0.05 5.47 0.08 2.100.036
a The dependent variable of this model is patch density (PD). b The dependent variable of this model is Shannon entropy (ENT). c The dependent variable of this model is compactness. d UHIE_DAY and UHIE_NIGHT became excluded independent variables during the regression analysis.
Table 6. 2006–2018 BMR forest types transfer matrix (km2).
Table 6. 2006–2018 BMR forest types transfer matrix (km2).
2018 Land TypeBroad-Leaved ForestConiferous ForestMixed ForestTotal
2006 Land Type
Broad-leaved forest483.310.750.00484.07
Coniferous forest0.87843.600.35844.82
Mixed forest0.000.0921.5921.67
Total484.19844.4421.941350.56
Table 7. 2006–2018 BMR transfer matrix of all land use types (km2).
Table 7. 2006–2018 BMR transfer matrix of all land use types (km2).
2018 Land Type *1234567891011Total
2006 Land Type *
1131.250.09 0.00 0.00 0.03 0.14 0.07 0.00 0.20 0.00 0.00 131.78
20.00 327.811.57 0.05 0.00 0.10 0.10 0.04 0.00 0.00 0.00 329.67
30.09 0.61 154.602.20 0.10 0.72 0.16 0.15 0.14 0.00 0.35 159.12
40.00 1.14 0.90 30.230.00 0.01 0.28 0.00 0.00 0.00 0.00 32.56
50.15 1.37 4.57 2.49 16.380.33 1.60 0.00 0.71 -0.00 27.60
60.00 0.15 0.80 0.22 0.00 40.391.48 0.00 1.19 0.00 0.00 44.24
71.21 5.64 8.97 5.79 3.34 3.04 713.191.64 4.59 0.01 0.00 747.42
80.01 4.52 1.34 0.15 0.30 0.00 13.40 1350.5610.03 3.16 0.00 1383.47
90.00 1.01 0.71 0.01 0.67 0.03 4.72 2.39 358.313.52 0.00 371.36
100.00 0.00 0.00 0.00 -0.00 0.08 0.42 3.55 9.010.00 13.05
110.00 0.00 0.96 0.00 -0.53 0.00 0.00 0.00 0.00 5.046.53
Total132.71 342.34 174.42 41.14 20.83 45.27 735.07 1355.21 378.73 15.69 5.39 3246.80
* The corresponding land type codes are as follows: 1—continuous built-up area, 2—discontinuous built-up area, 3—industrial land, 4—transportation land, 5—mine, dump and construction sites, 6—leisure land, 7—cropland, 8—woodland, 9—grassland, 10—barren land, 11—water bodies.
Disclaimer/Publisher’s Note: The statements, opinions and data contained in all publications are solely those of the individual author(s) and contributor(s) and not of MDPI and/or the editor(s). MDPI and/or the editor(s) disclaim responsibility for any injury to people or property resulting from any ideas, methods, instructions or products referred to in the content.

Share and Cite

MDPI and ACS Style

Zhang, X.; Arellano, B.; Roca, J. Study on Factors Influencing Forest Distribution in Barcelona Metropolitan Region. Sustainability 2024, 16, 5449. https://doi.org/10.3390/su16135449

AMA Style

Zhang X, Arellano B, Roca J. Study on Factors Influencing Forest Distribution in Barcelona Metropolitan Region. Sustainability. 2024; 16(13):5449. https://doi.org/10.3390/su16135449

Chicago/Turabian Style

Zhang, Xu, Blanca Arellano, and Josep Roca. 2024. "Study on Factors Influencing Forest Distribution in Barcelona Metropolitan Region" Sustainability 16, no. 13: 5449. https://doi.org/10.3390/su16135449

Note that from the first issue of 2016, this journal uses article numbers instead of page numbers. See further details here.

Article Metrics

Back to TopTop