王志炜1 沈哲焱2 王介勇2※
1身份证件号:3710821986****0033?山东省250014
2 中国科学院地理科学与资源研究所 北京 100101
摘 要:随着城市化的加速发展和农村人口快速向城镇转移,我国农村空心化问题日益严重,推进空心村整治是改善农村人居环境、提高资源利用效率、统筹城乡发展的重要举措。快速准确估算空心村住宅拆除废弃物量是空心村整治工程的重要内容。本文以山东省禹城市杨桥村为例,在实地入户调研测量技术上,总结了空心村住宅拆除物的主要类型,设计了典型住宅拆除废弃物量的估算模型,基于高分辨率航拍影像判读,估算了杨桥村各类可利用废弃物的体积和重量。结果表明,全村住宅拆除废弃物可获得旧木材757.136t,旧墙土3261.273t,旧砖瓦4364.778t,。本方法操作简便可行,既能空心村整治工程拆除工程量计算和制定拆除方案提供依据,又可为拆除废弃物资源化再利用提供参考。
关键词:拆除废弃物量估算;空心村;航拍影像;黄淮海平原
0 引言
农村空心化是城乡快速发展转型过程中乡村人地关系地域系统不良演化的过程[1]。“人走地不动、建新不拆旧”导致农村大量房屋空置、废弃,空心村问题不断加剧[2][3]。这不仅造成土地资源的双向浪费,而且破坏了乡村人居环境。推进空心村整治已经成为改善农村人居环境、提高资源利用效率、推进城乡统筹发展的重要举措[4]。许多学者在空心村调查评价[4][5][6]、整治潜力测算[7][8]、整治规划设计[9][10][11]、整治模式[12][13]以及村庄复垦[14][15]等方面开展了深入研究,逐步形成了一套空心村整治技术体系。
旧村拆除是开展空心村整治首要环节。当前空心村整治过程中主要拆除形式为户主自行拆除。一般情况下,户主将认为有用的窗户、门框、钢筋以及整块的砖瓦取走后,其他作为建筑垃圾作为运走,用作填埋物,或直接堆放在垃圾场。目前,空心村(农村居民点)复垦整治尚未将旧村拆除物工程量计算纳入到工程规划设计内容,容易导致对旧村拆除工程进度、拆除和清运成本等掌握不清,对拆除物的资源再利用程度低,不利于空心村整治项目的实施。根据估算,我国空心村整治复垦潜力约1.14 亿亩[16],按照住宅户均200 m2计算,估计至少有3亿多处旧宅基地在整治过程中被拆除,将有数量巨大的拆除废弃物和隐藏在其中丰富的可利用资源。
因此,科学分类空心村拆除物,准确估算空心村住宅拆除废弃物量,既有利于掌握拆除、清运和掩埋处理的工程量,做实工程设计和预算;又可以准确掌握村庄废弃物的类别、数量等信息,为废弃物的资源化再利用提供依据。本文选取黄淮海平原农区典型空心村——山东省禹城市杨桥村,作为研究案例区,在实地入户调研测量技术上,获取农户典型住宅数据,设计了典型住宅拆除废弃物量的估算方法,利用高分辨率航拍影像测算了杨桥村各类可利用废弃物的体积和重量。以期为空心村整治理论和工程实践提供参考和依据。
1 试验区概况与计算方法
1.1 试验区概况
禹城市位于山东省西北部黄河冲积平原,属于暖温带半湿润气候,年均气温13 ℃,年均降水量为610 mm,土壤类型以潮土和盐化潮土为主。禹城市共辖11个乡镇,2015年常住人口51.35万人,其中农业人口25.13万人,地区生产总值241亿元,第一产业产值占13.42%。随着乡村人口的快速城镇转移,禹城市农村空心化现象比较普遍,部分村庄超半数的住宅已废弃或闲置,空心村整治增加耕地潜力13-17%,在黄淮海平原农区具有典型性[16]。
禹城市属于华北平原,居民住宅多为有脊瓦房或平房院落,这主要与地势平坦和御寒需求有关。据实地调查,按照住宅建设和使用年代划分,大致可以划分两种种类型:1)土木结构,一般建于20世纪80年代之前,以土坯砌墙,结构起脊房屋,屋顶为麦草或改良为泥瓦,院落结构一般为3间或5间正房,2间厢房、1间厨房;2)砖瓦结构:一般建于80年代至2000年代初, 以砖砌墙,结构起脊房屋,屋顶为水泥瓦,院落一般正房5间,偏方2间、厨房1间,有的带有大门厅1间。
杨桥村位于禹城市伦镇,是一个中等规模村庄,人口为482人,劳动力职业以务农和外出打工为主。杨桥村属于典型的空心村,空置、废弃宅基地占全村宅基地38%,村内住宅结构主要包括土木、砖瓦房两种类型。该村2013年已经纳入禹城市城乡建设用地增减挂钩项目,旧村拆除施工于2016年12月份完毕。本研究调查时间为2016年9月。选择该村作为典型村,既有典型性,又具有操作性。禹城市和杨桥村的地理位置如图1所示。
![](data:image/png;base64,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)
图 1禹城市和杨桥村的地理位置
Fig1. The location of Yangqiao Village, Yucheng City
1.2 拆除废弃物调查
通过实地入户调查发现,杨桥村空置、废弃住宅类型主要有两种:1)以土和木为主要材料,采用土木混用、土木结合方式的土木结构房屋(图2),主要为上世纪70-90年代建造,以土和麦糠为原料,制作土坯用作墙体,用木头做房梁和房椽,麦秸干制作房顶,后来改为泥瓦;2)以房屋支柱和墙体用砖砌成,用木头做房梁和房椽,屋顶为泥瓦结构为特征的砖瓦结构房屋[20](图3),主要为上世纪90年代至本世纪开始时期建造 。
通过实地走访调查,并征求村干部和村民意见,选择了两种类型典型住宅进行详细测量和调查,分析宅基地拆除物的主要类型,调查测量拆除物的基本信息参数,构建模型。利用高分辨率航拍影像对全村所有住宅进行分类,采用上述模型,对全村拆除物各利用方式体积和质量进行估算。
1.3 估算方法
通过对两种典型房屋结构类型的详细调查和测量,发现拆除物的主要类型包括:旧木材(来源于旧檩、旧木门、旧木窗),旧墙土(来源于土墙),旧砖瓦(来源于砖墙、房顶瓦、水泥块、石头房基等)。各类拆除物利用方式和计算方法如表1。
表1 各拆除物利用方式和计算方法
Table1 Application and computing methods of each demolition material
通过对两种房屋类型住宅的测量观察,发现杨桥村的住宅结构布局较为规则、周正,且与建造年代有着直接关系。上世纪70-90年代,杨桥村的代表住宅为土木结构,其正房南北宽度大部分为5m,少数宽度不同者偏差在0.5m范围内,而主要影响正房废弃物体积的是东西总长,因此设计参数作为土木类型正房拆除物估算参数:
![](data:image/png;base64,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)
同样,对土木类型院落使用作为土木类型院落拆除物估算参数:
![](data:image/png;base64,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)
上世纪90年代以来的住宅代表类型为砖瓦结构,其正房南北宽度约由6m房屋宽度和1.8m走廊宽度组成,少数宽度不同者偏差也都在0.5m范围内,因此设计参数作为砖木类型正房拆除物估算参数:
![](data:image/png;base64,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)
类似地,砖瓦类型院落使用作为砖木类型院落拆除物估算参数:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMoAAAAyCAYAAAAdpETcAAADuklEQVR4nO2b27GrMAxF3Y/rUSGnA9fjr1uM+9H9CEkIY8tbBvIwe81kciB+wfFCMglBCSFdwqcHQMgvQFEIAaAohABQFEIAKAohABSFEACKQggARSEEgKKQgymaJWoIQaNkLZ8ezkFMJ0oI+w5ppL6nDlp2XW6kzp56u8iikouqFk0imo9r+aNMKUrrZdXp/Y20j/TVahcdk6fd3jFvx+o9DpOSNaVZNJlMFOufi07e7bu3ndaYULlq/SMytqRGxtcqPypKSUvqlWZJvCYSZeQf7p3ErbZ6cvXG0RtTrY/WMXqj3Bmi3CiaJOosrkwjyhZv+uCNKJ50zbMfEaHWpzeiWDIi9Zus1iiZonwvrbTkyDXKuk00LfKUr/WNRpRanxZIRLmnUpJvUeKWVmXVkjSGoCFEfS5HskoMzzKTMI0o6KTwXjWRCekZY227JYoVvaxxeKIjmnplCRol3W73ZtG4WoNkCRpkHilqTCPKHW+OXqvv+dzTDyJZrZ1euoeUQfqyjiVLUFlHjfC89VtSpCi/hmeNgKRE1lUXncDePpC2kfTSE3V6UJTJ8IjSKoNGBUQUawx7yvYk2BvltvspymSMpF6tq3ErCq3fe+W39Xr7ap8hdb3tI/08trMsxxc1laJpWayHmLQ8FvRrkebjFFGy3E/qGa3bjKRevfa2ctSu3labI1HOK+ReUfZE4itw0lkomuI899AJoSiEAJwsyurLJziBzSrW3aGYpvnpNvkdThRl9TxCSRo/tGYh5AjelHot4qR/Lw/1EPIrvFUU+ZPlZw9FU2w91ONPvTxf6vH1mdevc27qdTelknrliZ5+I/NzniiSHr80DSGqvFoy9ZdTZD7eHxNLepXmS0HThW250XpoWaTeDKnOt/HmM1o0LaGkJPmKu2BWHt2acN7cfG8uf4Qos6wVPsVbz9z9AaDb6zvWKOvJfH8fncS17V6/3rJIf9vyFGQ/lz+DNVGscuh2rf7onaGWKEjEI8dw+TO5Z0JZUcgqi+6vtdcTuvcZGePyZ7Q28Uau9r0rfW+yeyKKtQYZiVy+Z+KvCUUBrtCtOrX9vdTNWvAj/XkX8+hxXf2Z+B4UZXAxXyu//qyVMqHbrc/OFOXKTzD2oCjONcXefryL+Z5wrTrWdg2KYkNRgFSpV9cTgTzbyFoGlbwnC0WxoSgDC+9WGavds1Iva2GP7ucz8X0oysDEa139PRGlVtczRqveUekiecIzSggARSEEgKIQAkBRCAGgKIQAUBRCACgKIQAUhRCA/1tH6cUjjvckAAAAAElFTkSuQmCC)
空心村拆除物量估算步骤如图4。
![](data:image/png;base64,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)
图4 技术路线
Fig.4 the steps for estimating the demolition material of hollowing villages
2杨桥村住宅拆除废弃物量估算
2.1典型正房拆除废弃物量计算
通过在杨桥村实地逐户调查,将正房分为土木和砖瓦两种建造类型进行估算。选取的典型土木类型住宅正房为上世纪70年代末建造的老屋,5间3室,房高3m,平面结构如图5。选取的典型砖瓦类型住宅正房为2004建造,5间3室,房高4.2m,正房外有4根柱子,平面结构如图6。按表2计算方法分别计算典型土木类型与砖瓦类型正房拆除物量估算量,结果如表2。
表2 典型土木类型与砖瓦类型正房拆除物各利用方式量估算
Table2 Estimation of each application of modal brick-wood and brick constructions’ main house
![](data:image/png;base64,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)
2.2典型院落拆除废弃物量计算
通过在杨桥村实地逐户调查,将院落分为土木和砖砌两种类型进行估算。院落计算时均不计算北边墙壁(已算入正房)。获取典型土木类型院落为上世纪70年代建造,西边院墙及侧房高3.5m,东边墙壁和厕所高1m,结构如图7;又获取典型砖瓦类型院落来自2000年建造,南边房子高4m,其余东西房和院墙为2.5m,结构如图8。按表2计算获得典型土木类型与砖瓦类型院落拆除物量估算量,如表3。
![](data:image/png;base64,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)
表3 典型砖木类型与砖瓦类型院落拆除物各分类方式量估算
Table3 Estimation of each application of modal brick-wood and brick constructions’ courtyard
2.3杨桥村拆除废弃物量估算
本文以禹城市伦镇杨桥村0.25 m分辨率的正射彩色航空遥感影像为数据源,获取村庄宅基地房屋和院落信息,图像成像时间为20015年5月(图9)。在对图像进行几何校正的基础上,基于实地调查和判别,识别宅基地边界,判断住宅建筑结构。调查发现,杨桥村住宅有土木和砖瓦两种结构,其中土木类型房屋较为陈旧,大多数已经空置或废弃,住宅屋顶和院落呈暗色,将其标记为蓝色多边形覆盖;砖瓦类型房屋则较新,部分也已经空置,大多数院落用水泥或砖头砌成,屋顶和地面更光滑,且呈亮色,将其标记为黄色条纹状多边形覆盖(图10)。
在Arcgis系统支持下,测量并计算各处宅基地正房东西长度与院落南北长度,利用表2和表3获得参数和各材料的比重,计算得空心村住宅各类拆除废弃物估算量(表4)。其中,对重量采用材料标准密度和体积相乘的方式进行计算。各拆除物材料取用密度为:旧木材680kg/m3,旧墙土270kg/m3,砖瓦185kg/m3。
表4 杨桥村住宅拆除废弃物量估算
Table4 Estimation of demolition constructions in Yangqiao Village
3结果分析
经调查发电,杨桥村农村宅基地主要有土木结构和砖瓦结构两种建造类型。这两种类型在黄淮海平原农区最为普遍。宅基地可利用的拆除废弃物主要包括旧木材、旧墙土和旧砖瓦三种类型。旧木材多为木质较好的团木,可以直接二次利用,或者加工成木屑用于做高强度复合板材;旧墙土含有丰富的有效钾、有效磷等,可以直接用作肥料,或者与其他土进行混配成土,营养丰富;旧砖瓦,是拆除过程中的主要建筑垃圾,除少部分可以二次利用之外,其他主要用作填充物,如填充坑塘、洼地,大部分村庄拆除后以建筑垃圾的形式运往其他地方。
对典型土木结构的正房进行测算,其可利用的拆除废弃物及其参数(东西长每米单位体积)分别为:旧木材0.139m3/m,旧墙土3.652m3/m,旧砖瓦0.924m3/m。其中旧木材主要来自房檩、木窗和木门,旧墙土主要来自墙面中砖以上的部分,旧砖瓦来自墙面中砖的部分和屋顶瓦片。
对典型土木结构的院落进行测算,其可利用的拆除废弃物及其参数(南北长每米单位体积)分别为:旧墙土9.615m3/m,旧砖瓦0.888m3/m。其中旧墙土主要来自墙面中砖以上的部分,旧砖瓦来自墙面中砖的部分。
对典型砖瓦结构的正房进行测算中发现,其可利用的拆除废弃物及其及其参数(东西长每米单位体积)分别为:旧木材0.267m3/m,旧砖瓦4.518m3/m。其中旧木材主要来源于房檩、木窗,旧砖瓦来自墙面和屋顶瓦片。
对典型砖瓦结构的院落进行测算,其可利用的拆除废弃物及其及其参数(南北长每米单位体积)分别为:旧木材0.174m3/m,旧砖瓦5.592m3/m,。其中旧木材主要来源于房檩、木窗和木门,旧砖瓦来自墙面。
经测算杨桥村全村共有各类废弃物总量为:旧木材1113.436m3,旧墙土12078.794m3,旧砖瓦23593.395m3;重量为:旧木材757.136t,旧墙土3261.273t,旧砖瓦4364.778t,拆除废弃物总重量8383.188t。
4讨论
(1)空心村空废住宅的拆除是开展空心村整治的首要工作。随着我国空心村整治步伐的加快和拆除废弃物量的增加,空心村整治拆除需要标准化工程技术和废弃物资源化再利用方案。本文尝试基于典型调查,设计了空心村拆除物类型划分及其数量估算方法,简单便捷,可为空心村整治工程量计算和拆除物再利用提供依据。但是,由于在实际情况中,正房的宽度与院落的长度有一定的变化,形状也不完全呈矩形,尤其是院落部分的建造自由度较大,而在模型设计中则忽略了其可能的变化,由此可能带来一定的估算误差。
(2)实地调查中发现,当前空心村整治过程中住宅和院落拆除方式为由房主包卖给2-3小型拆除团队,但由于拆除团队零散、不规范作业,导致整个废弃宅基地交易拆除市场较为混乱,他们只对木头、钢筋等可直接再利用的物质感兴趣,拆除后的碎砖瓦片也不做处理,导致村住宅拆除物整体资源化利用不充分,复垦过程碎砖瓦片难清理,不利于复垦还田。常见的一个问题为拆迁团队将拆除废弃砖瓦作为建筑垃圾买到别处,而村内坑塘洼地却缺乏填埋材料,需从市场上购买并运输回村内,造成了空心村整治工程中程序不合理、资源浪费等问题。因此,推进科学空心村整治,首先需要进行空心村拆除物量的估算和制定资源化再利用方案,并将其纳入到空心村整治规划设计中去。
[参考文献]
[1]刘彦随, 刘玉, 翟荣新. 中国农村空心化的地理学研究与整治实践[J]. 地理学报, 2009, 64(10):1193-1202.
Liu Y, Liu Y, Zhai R. Geographical Research and Optimizing Practice of Rural Hollowing in China[J]. Acta Geographica Sinica, 2009, 64(10):1193-1202.
[2]刘彦随, 刘玉. 中国农村空心化问题研究的进展与展望[J]. 地理研究, 2010, 29(1):35-42.
Liu Y S, Liu Y. Progress and prospect on the study of rural hollowing in China[J]. Geographical Research, 2010, 29(1):35-42.
[3]冯文勇, 郑庆荣, 李秀英,等. 农村聚落空心化研究现状综述及趋势[J]. 信阳师范学院学报(哲学社会科学版), 2007, 27(1):70-73.
Feng W Y, Zheng Q R, Xiu-Ying L I, et al. Trends and Summary on the Study of Rural Settlement Hollowization in China[J]. Journal of Xinyang Normal University, 2007.
[4]王介勇, 刘彦随, 陈秧分. 农村空心化程度影响因素的实证研究——基于山东省村庄调查数据[J]. 自然资源学报, 2013, 28(1):10-18.
Empirical Analysis on Influencing Factors of the Hollowing Village Degree—Based on the Survey Data of Sample Villages in Shandong Province
[5]杨忍, 刘彦随, 陈秧分. 中国农村空心化综合测度与分区[J]. 地理研究, 2012, 31(9):1697-1706.
Yang R, Liu Y S, Chen Y F. Comprehensive measure and partition of rural hollowing in China[J]. Geographical Research, 2012, 31(9):1697-1706.
[6]刘洁, 王瑷玲, 姜曙千,等. 胶州市胶北镇10个村庄土地集约利用水平评价[J]. 农业工程学报, 2012, 28(s1):244-249.
Liu J, Chen Y, Wang A, et al. Evaluation of land intensive use level in ten villages of Jiaobei town, Jiaozhou city[J]. Transactions of the Chinese Society of Agricultural Engineering, 2012, 28:244-249.
[7]宋伟, 陈百明, 陈曦炜. 农村居民点整理潜力测算模型的理论与实证[J]. 农业工程学报, 2008, 24(s1):1-5.
Song W, Chen B, Chen X. Theoretical and empirical analysis of potential calculation model for rural habitat consolidation[J]. Nongye Gongcheng Xuebao/transactions of the Chinese Society of Agricultural Engineering, 2008, 24(SUPPL. 1).
[8]施开放, 刁承泰, 孙永爱,等. 不同确权法在农村居民点复垦潜力评价中的应用——以重庆市永川区为例[J]. 农机化研究, 2012, 34(6):242-247.
Shi K, Diao C, Sun Y, et al. Comparative on Evaluation and Classification of Rural Residential Land Consolidation Potential Based on Entropy Weight Method and AHP —A Case Study of Yongchuan District,Chongqing City[J]. Journal of Agricultural Mechanization Research, 2012, 65(2):118-119.
[9]冯电军, 沈陈华. 基于扩展断裂点模型的农村居民点整理布局优化[J]. 农业工程学报, 2014, 30(8):201-209.
Feng D, Shen C. Layout optimization for rural settlements consolidation based on extended break-point model[J]. Transactions of the Chinese Society of Agricultural Engineering, 2014, 30(8):201-209.
[10]刘彦随. 科学推进中国农村土地整治战略[J]. 中国土地科学, 2011, 25(4):3-8.
Liu Y S. Scientifically Promoting the Strategy of Reclamation and Readjustment of Rural Land in China[J]. China Land Science, 2011.
[11]王德, 刘律. 基于农户视角的农村居民点整理政策效果研究[J]. 城市规划, 2012(6):47-54.
Wang D, Liu L. Assessment Research On Re-Organization Policy Of “Hollow Villages” In Jianhan Plain Area[J]. City Planning Review, 2012.
[12]曲衍波, 姜广辉, 张凤荣,等. 基于农户意愿的农村居民点整治模式[J]. 农业工程学报, 2012, 28(23):232-242.
Qu Y, Jiang G, Zhang F, et al. Models of rural residential land consolidation based on rural households’willingness[J]. Nongye Gongcheng Xuebao/transactions of the Chinese Society of Agricultural Engineering, 2012, 28(23):232-242.
[13]陈玉福, 孙虎, 刘彦随. 中国典型农区空心村综合整治模式[J]. 地理学报, 2010, 65(6):727-735.
Chen Y, Hu S, Liu Y. Reconstruction Models of Hollowed Villages in Key Agricultural Regions of China[J]. Acta Geographica Sinica, 2010, 65(6):727-735.
[14]曲衍波, 张凤荣, 郭力娜,等. 农村居民点整理后耕地质量评价与应用[J]. 农业工程学报, 2012, 28(2):226-233.
Qu Y, Zhang F, Guo L, et al. Estimation of farmland quality after rural residential land consolidation and its application[J]. Nongye Gongcheng Xuebao/transactions of the Chinese Society of Agricultural Engineering, 2012, 28(2):226-233.
[15]尹娟, 邱道持, 潘娟. 农村居民点用地复垦时序研究--以重庆市潼南县双林村为例[J]. 中国土地科学, 2013(4):79-84.
Yin J, Qiu D C, Pan J. Sequential Analysis of Rural Residential Land Reclamation: A Case Study of Shuanglin Village of Tongnan County in Chongqing City[J]. China Land Sciences, 2013.
[16]刘彦随, 龙花楼, 陈玉福, 王介勇等. 中国乡村发展研究报告:农村空心化及其整治策略[M]. 科学出版社, 2011.
Liu Y., Long H., Chen Y., et al. Report on China’s rural development: rural hollowing and its coping strategy[M], Science Press, 2011.
Quantity Estimation of Constructions’ Demolition Material of Modal Hollowing Village in Huang-Huai-Hai Traditional Agricultural Area
SHEN Zheyan, WANG Jieyong, SHENG Pan
(1) Institute of Geographic Sciences and Natural Resources Reasearch, Beijing 100101, China
(2) College of Resources and Environment, University of Chinese Academy of Sciences, Beijing, 100049, China
(3) College of Resources Science and Technology, Faculty of Geographical Science, Beijing Normal University, 100875, China
Abstract: The problem of hollowing village grows with the rapid development of urbanization and transfer of rural population to cities and towns. Getting land consolidation of hollowing village is an important move to promote rural human settlement environment, the efficiency of resource consumption and regional coordination between urban and rural area. Estimating quantity of constructions’ demolition material is the significant step of land consolidation in hollowing village. Yangqiao Village of Yucheng County, Shandong Province was taken as an example in this study. With the technology of household investigation and high-resolution aerial images, we summarize types of demolition material of constructions in hollowing village, design an estimation modal for demolition material of typical constructions, calculate volume and weight of each application of demolition material in Yangqiao Village. The quantities of village’s demolition material by estimation are as follows: old wood 757.136t,old soil 3261.273t,old brick 4364.778t. This organization is feasible and capable, provide both the basis for engineering work calculations of land consolidation and demolition of hollowing village, and reference for reuse of demolition resources.
Key word: estimation of demolition material; hollowing village; aerial image; Huang-Huai-Hai traditional agricultural area
[资助项目:国家自然科学基金项目(41671178)
作者简介:
通讯作者:王介勇,男,山东滕州人,中国科学院地理科学与资源研究所副研究员,博士,主要研究方向为农村土地整治与乡村可持续发展]