Annually Spatial Pattern Dynamics of Forest Types under a Rapid Expansion of Impervious Surfaces: A Case Study of Hangzhou City
Abstract
:1. Introduction
2. Materials and Methods
2.1. The Study Area
2.2. Data and Preprocessing
2.3. Methods
2.3.1. Object-Based Backdating Classification
- Object-based image analysis: The GLC_FCS30 map of 2020, as Phase I data, and Landsat-9 OLI-2 mosaic image of 2022, as Phase II data, were segmented together by the eCognition Developer 9.0 software with 50, 0.1, and 0.5 as values of the scale, shape, and compactness, respectively.
- Stratified image classification: The classes of objects from Phase II data were assigned according to those from Phase I data.
- Visual interpretation and manual modification: The changed objects from Phase II data were modified manually to obtain the final map of 2022 at a 30 m spatial resolution.
- Backdating: The final map of 2022 was used as the Phase I data, and the Landsat-8 OLI mosaic image of 2021 was used as the Phase II data. Steps from 1 to 3 were conducted to acquire the map for 2021. Based on the map of the Year N (as Phase I data) and the Landsat mosaic image of N–1 (as Phase II data), steps from 1 to 3 were conducted to acquire the map for N–1.
2.3.2. Land-Use Transfer Matrix
2.3.3. Area-Weighted Centroids
2.3.4. Landscape Pattern Indexes
3. Results
3.1. Spatiotemporal Distribution of Forests with the Expansion of Impervious Surfaces
3.2. Spatiotemporal Transformation from Different Types of Forests to Impervious Surfaces
3.3. Relations of Spatiotemporal Patterns between Various Types of Forests and Impervious Surfaces
4. Discussion
4.1. Spatiotemporal Patterns of Various Types of Forests
4.2. Spatiotemporal Responses of Different Types of Forests to Rapid Urbanization
4.3. Uncertainty and Urban Forest Managements
5. Conclusions
- (1)
- Forests were mainly located in the southwest and decreased in area from 11,660.69 to 11,516.15 km2, with the most rapid shrinkage occurring in the first ten years of the study, especially between 2006 and 2007. Evergreen broadleaved forests occupied the largest area and had the greatest decrease ratio among the three forest types over 23 years, followed by evergreen needle-leaved and deciduous broadleaved forests. Evergreen broadleaved forests mainly grew in Chun’an, Li’an, and Jiande, while deciduous broadleaved forests were mainly in Li’an, Chun’an, and Tonglu. The majority of evergreen needle-leave forests were in Chun’an, Jiande, and Lin’an.
- (2)
- A total of 103.37 km2 of forest area was transformed to impervious surfaces. Among the three types, evergreen broadleaved forests annually contributed the largest area widely across Hangzhou City, especially in Li’an Fuyang and Jiande. Contrastingly, deciduous broadleaved forests lost the least area to impervious surface expansion, with the strongest spatial heterogeneity, mainly in Lin’an and Chun’an, except from 2009 to 2010 and 2011 to 2012. The temporal frequency of the changes from evergreen needle-leaved forests to impervious surfaces was higher than that of conversions from deciduous broadleaved forests, which mainly occurred in Chun’an and Jiande.
- (3)
- Forests lost remarkable area and adjacency due to the development of Hangzhou City, while this southwestward shrinkage slowed down over 23 years. Evergreen broadleaved forests annually contributed the largest area widely across Hangzhou City, which also resulted in the largest increasing degree of fragmentation. The response of evergreen needle-leaved forests to the enhancing aggregation and dominance of impervious surfaces was similar to that of evergreen broadleaved forests. On the other hand, evergreen needle-leaved forests showed the least change in fragmentation and adjacency. This also led to the increasing homogeny of forests at the landscape level due to the expansion of impervious surfaces.
Supplementary Materials
Author Contributions
Funding
Data Availability Statement
Acknowledgments
Conflicts of Interest
References
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Level | Type | Indexes | Formula | Description |
---|---|---|---|---|
Class | Area and edge | PLAND | ; aij is the area of patch ij; n is the total patch number of class i; A is the total landscape area. | The class that obtains a greater PLAND occupies more area of the landscape. |
LPI | ; parameters present the same as the above. | The greater LPI class obtains the largest patch of the landscape. | ||
Shape | FRAC_AM | ; pij is the perimeter of patch ij; the others present the same as the above; FRAC_AM is an area-weighted mean of FRAC. | The greater FRAC_AM class obtains the most complex shape across the landscape. | |
Aggregation | LSI | ; e*ik is the total length of the edge in the landscape between classes i and k; m is the class number; the others present the same as the above. | The smaller LSI class shows the stronger aggregation across the landscape. | |
PD | ; ni is the patch number of class i; the others present the same as the above. | The greater PD class shows the worse fragmentation. | ||
SPLIT | ; parameters present the same as the above. | The greater SPLIT class shows the worse fragmentation. | ||
Landscape | Area and edge | ED | 00; E is the total length of the edge in the landscape; the others present the same as the above. | It describes the edge effect and landscape fragmentation. |
LPI | ; parameters present the same as the above. | The greater LPI indicates that the dominance is more outstanding. | ||
Shape | FRAC_AM | FRAC_AM is the area-weighted mean of FRAC of all classes. | It describes the shape complexity across the landscape. | |
Aggregation | LSI | ; E* is the total length of the edge in the landscape; the others present the same as the above. | It measures the overall geometric complexity of the landscape. | |
PD | ; N is the total patch number in the landscape; the others present the same as the above. | It describes the landscape fragmentation. | ||
SPLIT | ; parameters present the same as the above. | It describes the landscape fragmentation. | ||
CONTAG | ; Pi is the proportion of the landscape occupied by class i; gik is the number of adjacencies between the pixels of classes i and k based on the double-count method; the others present the same as the above. | It describes the landscape aggregation. | ||
Diversity | SHDI | ; parameters present the same as the above. | It describes the diversity at the landscape level. | |
SHEI | ; parameters present the same as the above. | It is the complement of dominance. |
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Zhu, Y.; Zhou, J.; Liu, M.; Man, W.; Chen, L. Annually Spatial Pattern Dynamics of Forest Types under a Rapid Expansion of Impervious Surfaces: A Case Study of Hangzhou City. Forests 2024, 15, 44. https://doi.org/10.3390/f15010044
Zhu Y, Zhou J, Liu M, Man W, Chen L. Annually Spatial Pattern Dynamics of Forest Types under a Rapid Expansion of Impervious Surfaces: A Case Study of Hangzhou City. Forests. 2024; 15(1):44. https://doi.org/10.3390/f15010044
Chicago/Turabian StyleZhu, Yuxin, Jingchuan Zhou, Mingyue Liu, Weidong Man, and Lin Chen. 2024. "Annually Spatial Pattern Dynamics of Forest Types under a Rapid Expansion of Impervious Surfaces: A Case Study of Hangzhou City" Forests 15, no. 1: 44. https://doi.org/10.3390/f15010044
APA StyleZhu, Y., Zhou, J., Liu, M., Man, W., & Chen, L. (2024). Annually Spatial Pattern Dynamics of Forest Types under a Rapid Expansion of Impervious Surfaces: A Case Study of Hangzhou City. Forests, 15(1), 44. https://doi.org/10.3390/f15010044