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基于迭代评价法的农村居民点优化布局与整治策略

陈伟强 刘耀林 银超慧 荆莹 关小克

农业工程学报2017,Vol.33Issue(17):255-263,9.
农业工程学报2017,Vol.33Issue(17):255-263,9.DOI:10.11975/j.issn.1002-6819.2017.17.034

基于迭代评价法的农村居民点优化布局与整治策略

Layout optimization for rural settlements based on iterative evaluation method and its remediation strategies

陈伟强 1刘耀林 2银超慧 2荆莹 2关小克3

作者信息

  • 1. 河南农业大学资源与环境学院,郑州 450002
  • 2. 武汉大学资源与环境科学学院,武汉 430079
  • 3. 郑州轻工业学院社会发展研究中心,郑州 450002
  • 折叠

摘要

Abstract

The "hollow village" is becoming an increasingly serious problem with the rapid development of industrialization and urbanization, followed by great waste of precious land resource, high cost in rural public resources allocation, hard work, and so on, which finally results in lagging urban-rural integration. However, these problems can be relieved through the rural settlements renovation. And the rural settlements spatial optimization layout is the core issue to be resolved in the rural settlement renovation, which should be valued. The difficulty in the rural settlements layout optimization lies in the combinatorial optimization of multiple locations, rather than the selection of single one. This paper put forward an iteration evaluation method based on iterative calculation of rural settlements development potential and an algorithm of rural settlements layout optimization, which was applied to Xinzheng City, the study area in Henan Province. The purpose of this study is to find a solution to rural settlements layout which can meet the living and production needs of rural settlements. In the optimization of rural settlements layout, it is assumed that the core function of rural settlements eventually returns to the primary industry. Based on this situation, the following steps were in process: First of all, given the needs of living and production, the ideal farming hinterland scale of rural settlements was estimated and the accessibility constraints of the living and production were obtained to design an appropriate model for rural settlements layout. Secondly, we obtained the suitability evaluation results of rural settlements by employing multi-factor evaluation method. Thirdly, the stepwise selection method was used to get the iteration evaluation results of rural settlements through iterative calculation. Finally, the rural settlements optimal layout scheme and partitioning renovation strategies were formulated according to the iteration evaluation results. Some conclusions were drawn in this research as follows: 1) Ideal model parameters of village layout according to living and production needs of rural settlements were proposed including the standard distance of 2.5 km between villages, the largest farming radius of 1.44 km and the settlement hinterland area of 541.27 hm2. 2) The results of rural settlements development potential showed a non-uniform distribution that was a pattern of from high to low from the east to the west using the suitability evaluation method, while the results presented a relatively uniform distribution when taking the iteration evaluation method. Obviously, it is more reasonable to adopt the iteration evaluation method to optimize the village layout. 3) Therefore, taking Xinzheng as an example and using the iteration evaluation results to optimize the village layout, 17 center villages and 103 general villages were set. The rest ones were demolition villages and divided into government leading demolition type and planning guidance demolition type, which were to be cleared away and relocated. The corresponding land management countermeasures are proposed for different types of villages. In a word, the iteration evaluation method for rural settlement can effectively solve the rural settlements layout problem and also provide reference for related research.

关键词

土地利用/优化/农村/居民点/适宜性评价/迭代评价

Key words

land use/optimization/rural areas/settlements/suitability evaluation/iterative evaluation

分类

管理科学

引用本文复制引用

陈伟强,刘耀林,银超慧,荆莹,关小克..基于迭代评价法的农村居民点优化布局与整治策略[J].农业工程学报,2017,33(17):255-263,9.

基金项目

国家自然科学基金项目(41501189) (41501189)

河南省教育厅科技攻关项目(14B630002). (14B630002)

农业工程学报

OA北大核心CSCDCSTPCD

1002-6819

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