| Literature DB >> 23818816 |
Huan Yu1, Shi-Jun Ni, Bo Kong, Zheng-Wei He, Cheng-Jiang Zhang, Shu-Qing Zhang, Xin Pan, Chao-Xu Xia, Xuan-Qiong Li.
Abstract
Land-use planning has triggered debates on social and environmental values, in which two key questions will be faced: one is how to see different planning simulation results instantaneously and apply the results back to interactively assist planning work; the other is how to ensure that the planning simulation result is scientific and accurate. To answer these questions, the objective of this paper is to analyze whether and how a bridge can be built between qualitative and quantitative approaches for land-use planning work and to find out a way to overcome the gap that exists between the ability to construct computer simulation models to aid integrated land-use plan making and the demand for them by planning professionals. The study presented a theoretical framework of land-use planning based on scenario analysis (SA) method and multiagent system (MAS) simulation integration and selected freshwater wetlands in the Sanjiang Plain of China as a case study area. Study results showed that MAS simulation technique emphasizing quantitative process effectively compensated for the SA method emphasizing qualitative process, which realized the organic combination of qualitative and quantitative land-use planning work, and then provided a new idea and method for the land-use planning and sustainable managements of land resources.Entities:
Mesh:
Year: 2013 PMID: 23818816 PMCID: PMC3683485 DOI: 10.1155/2013/219782
Source DB: PubMed Journal: ScientificWorldJournal ISSN: 1537-744X
Figure 1The theoretical framework of landscape planning based on MAS and SA integration.
Figure 2Location of the study area in Sanjiang Plain, China.
List of data description.
| Name | Content | Resolution | Time | Source | Size |
|---|---|---|---|---|---|
| Soil | Spatial distribution of soil types | 30 m | 1985 | Digitizing | 8.41 MB |
| Landform | Spatial distribution of geomorphologic types | 30 m | 1985 | Digitizing | 8.41 MB |
| River distance | Distance to rivers | 30 m | 1998 | Euclidean distance calculation | 33.66 MB |
| Road distance | Distance to roads | 30 m | 1998 | Euclidean distance calculation | 33.66 MB |
| DEM | Digital elevation model | 30 m | 1986 | Digitizing | 33.66 MB |
| Slope | Spatial distribution of slope | 30 m | 1986 | Calculated from DEM | 33.66 MB |
| Land use | Spatial distribution of land cover types | 30 m | 1995 | TM image classification | 16.82 MB |
| Land use | Spatial distribution of land cover types | 30 m | 2000 | TM image classification | 16.82 MB |
| Land use | Spatial distribution of land cover types | 30 m | 2006 | TM image classification | 16.82 MB |
Figure 3Interaction logistics of variables.
Figure 4The lift map of data mining.
Realization of scenarios through agent parameter adjusting.
| Scenarios | Protectors | Famers | Governments | Illustrations |
|---|---|---|---|---|
| Undisturbed |
|
|
| All the parameters keep unchanged |
| Eco-type | 1/3∗ | 1/3∗ | 1/3∗ | Governments reduce the rate of approvals, protectors reinforce supervision, and famers reduce their cultivation will. |
| Economy | 3∗ | 3∗ | 3∗ | Governments increase rate of approvals, protectors reduce supervision, and famers increase willingness to reclaim. |
Figure 5The results of scenarios planning based on multi-agent adjustment.
Figure 6The spatial distribution of centroids.