四川林业科技
四川林業科技
사천임업과기
JOURNAL OF SICHUAN FORESTRY SCIENCE AND TECHNOLOGY
2011年
4期
46-51,54
,共7页
庄峤%朱文涛%赵越%姜程程
莊嶠%硃文濤%趙越%薑程程
장교%주문도%조월%강정정
层次分析%模糊综合评判%杜鹃花%引种%气候适宜性
層次分析%模糊綜閤評判%杜鵑花%引種%氣候適宜性
층차분석%모호종합평판%두견화%인충%기후괄의성
AHP%Fuzzy comprehensive evaluation%Rhododendron%Introduction%Climatic adaptability
在常绿杜鹃花的迁地引种过程中,一个重要的问题是评判可能引种区域的引种适宜度。本文针对这个问题,基于杜鹃花生长的气候适宜条件,利用层次分析法和模糊综合评判法分别作出了引种适宜区位的预测与评估;并联合两种预测方法对8个备选引种地区的引种适宜度作了讨论。基于这种联合预测方法,对8个备选引种区域按照引种适宜度进行了排序和分级:成都、贵阳划入A级;日照划入B级;青岛、东台、上海、威海划入C级;大连划入D级;然后围绕这一结果,给出了必要的分析并与之前的研究结果作了对比。最后,还从方法论的角度就层次分析-模糊综合评判联合法在解决复杂决策问题中的应用进行了讨论。
在常綠杜鵑花的遷地引種過程中,一箇重要的問題是評判可能引種區域的引種適宜度。本文針對這箇問題,基于杜鵑花生長的氣候適宜條件,利用層次分析法和模糊綜閤評判法分彆作齣瞭引種適宜區位的預測與評估;併聯閤兩種預測方法對8箇備選引種地區的引種適宜度作瞭討論。基于這種聯閤預測方法,對8箇備選引種區域按照引種適宜度進行瞭排序和分級:成都、貴暘劃入A級;日照劃入B級;青島、東檯、上海、威海劃入C級;大連劃入D級;然後圍繞這一結果,給齣瞭必要的分析併與之前的研究結果作瞭對比。最後,還從方法論的角度就層次分析-模糊綜閤評判聯閤法在解決複雜決策問題中的應用進行瞭討論。
재상록두견화적천지인충과정중,일개중요적문제시평판가능인충구역적인충괄의도。본문침대저개문제,기우두견화생장적기후괄의조건,이용층차분석법화모호종합평판법분별작출료인충괄의구위적예측여평고;병연합량충예측방법대8개비선인충지구적인충괄의도작료토론。기우저충연합예측방법,대8개비선인충구역안조인충괄의도진행료배서화분급:성도、귀양화입A급;일조화입B급;청도、동태、상해、위해화입C급;대련화입D급;연후위요저일결과,급출료필요적분석병여지전적연구결과작료대비。최후,환종방법론적각도취층차분석-모호종합평판연합법재해결복잡결책문제중적응용진행료토론。
In the ex-situ introduction of evergreen rhododendron,an important issue is to evaluate the suitability of the possible region according to the climatic adaptability of the rhododendron.Based on the climate conditions that are suitable to the growth of the rhododendron,this study predicts and evaluates the suitability of the possible region with AHP and Fuzzy Comprehensive Evaluation respectively.Moreover,a combined scheme of the two aforementioned methods is developed to discuss the suitability of the 8 optional introduction regions.Based on the combined scheme,the 8 optional regions are ranked and classified according to their suitability:Chengdu and Guiyang are classified in Class A;Rizhao falls into Class B;Qingdao,Dongtai,Shanghai and Weihai are in Class C while Dalian is in Class D.Then this result is analyzed and compared to that of the previous study.At last,from the perspective of methodology,this study further discusses the application of the combined scheme when meeting complex decision problems.