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北京的旅行社有哪些
作者:娄志强 张丹丹 吴明
来源:《旅游纵览》2022年第12期
摘 要:河南省信阳市新县红旅游资源丰富,景点众多,但是在开展旅游活动的过程中也存在发展不均衡、不合理的现象。本文对新县的红旅游景点的交通分布进行研究,利用地理集中指数和基尼系数对新县36处景点进行分析,得出新县红旅游景点主要集中分布在新集镇、箭厂河乡和陈店乡。通过计算各红旅游景点的可达性系数和平均出行时间成本,可以发现,新县许多红旅游景点的可达性水平在平均水平以下,由于地理位置等原因,整个研究区的可达性水平分布相对不平衡。针对这些问题,应整合全县红旅游资源,突出发展重点;打造一个中心,两条精品线路发展格局;加强交通网络的建设,增强与周边地区的合作;打造新县特旅游品牌,提供地区知名度,从而更好地利用好红旅游资源造福老区人民。
关键词:红旅游景点;空间;交通;新县
中图分类号:F592.7 文献标识码:A
基金项目:教育部高校学生司供需对接就业育人项目(20220105363);平顶山学院教学改革研究项目(2021-JY41)。
2004年,国务院办公厅印发《2004—2010年全国红旅游发展规划纲要》,我国红旅游开始进入快速发展阶段[1]。2017年,国务院办公厅印发《2016—2020年全国红旅游发展规划纲要》,提出加强爱国主义和革命传统教育[2]。2021年,国务院又发布了《关于新时代支持革命老区振兴发展的意见》,随后各省市地方也出台了相关政策推动红旅游的发展,为有序利用红旅游资源提供了制度保障。
国内主要是以革命老区、纪念碑或革命遗迹为红旅游目的地[3]。国外也早就有这种类似目的地,如以两次世界大战博物馆、美国林肯故居等为代表的纪念英雄和重大事件的场馆,以民族精神和爱国主义为主题的法国巴黎公社围墙等革命遗址[4]。烟台长岛旅游攻略
国内专家学者从多个角度对红旅游进行了研究。但是,我国红旅游的研究一般与具体实践相结合,多是针对具体案例,或是有较强的宣传性目的,较少从理论层面研究红旅游的共性问题,红旅游的理论体系不健全,不能适应旅游业的快速发展。
新县作为革命老区,红旅游资源丰富,但是旅游资源分布不集中,旅游产品单一,因此分析当地红旅游资源,并提出相应措施,让红旅游资源更好地惠及老区人民具有重要意义。本文对新县旅游空间分布进行分析,得出空间分布特征,结合分布特征对新县交通状况进行研究,出存在的问题,再根据这些问题提出解决方法,为新县红旅游发展贡献力量。
河南省新县处于大别山深处、豫鄂皖三省交界地带。新县森林资源丰富,特产有林果、中药、茶叶等。在河南省,新县的银杏、板栗、野生猕猴桃、茶叶的品质和产量都比较靠前。东边为信阳市商城县,西边紧邻罗山县、大悟县,南边靠近湖北省麻城市,北边则是光山县。
新县红旅游资源丰富,全县共有国家级重点革命文物保护单位15处、省级14处,革命历史纪念地365处,如红军四方面军总部旧址、鄂豫皖苏区首府革命博物馆,以及将军墓和将军石等。新县于1932年始设县治,原名经扶县。第二次国内革命战争时期,新县是鄂豫皖革命根据地的中心和首府所在地,红军四方面军、红军第二十五军、红军第二十八军等主力军从新县发展壮大,、徐向前、在这里战斗过。1947年,和
率大军进军大别山,途中攻克经扶县城。根据司令员提议,政委签发,经扶县首次人民代表大会将经扶县改名为新县。2001年,新县被中宣部命名为“全国爱国主义教育示范基地”。2019年,其被河南省文化与旅游厅确定为“国家全域旅游示范区”。目前,已有清华大学、中国人民大学、中国政法大学等40多个单位和高等院校在新县建立了革命传统教育基地。
(一)数据来源及研究样本缅甸地图高清版大图
本文根据《河南省统计年鉴》的数据和其他書籍、文献、网站等,将新县的36个红旅游景点作为研究样本,梳理新县红旅游资源在各乡镇的分布(见表1)。
(二)研究方法
1.地理集中指数
式(1)中,n为区域的数量,T为研究对象总数,Xi为i区域的研究对象数量。其中G的取值在0~100,G值大小与研究对象分布集散成正比,即G值越小,研究对象越分散,反之则越集中[5]。
河南省新县共有红旅游景点36处,研究区域数量15处,通过计算,得到G值为49。因此,可以看出,新县红旅游景点分布较为集中,主要集中在新集镇、箭厂河乡、陈店乡。
2.均匀程度分析
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)
玉渊潭门票
灵山大佛景区电话 式(2)中,Gini表示基尼系数,数值越高表示分布越集中,数值越低表示分布越均匀;
Yi表示各红旅游景点在各分布地区所占的百分比;N表示分布地区的数量;D表示均匀分布程度[6];根据表1,由公式算出Gini=0.6,D=0.4。由此可以看出新县的红旅游景点整体处于集中分布状态,多分布在新集镇、箭厂河乡、陈店乡;全县红旅游景点分布均匀度相对较低。
旅游交通状况会在一定程度上影响到访旅游目的地的游客数量和当地旅游发展质量[7]。一般来说,一个地区的交通线路数越多,该地区的交通就越方便[8]。但是,交通网络是由密度和结构组成的,单计算密度是不够合理的,换句话说,一个地区的交通网络是否方便,不仅取决于交通线路的数量多少,还取决于交通网络的结构是否合理[9],其中交通网络结构是否合理对旅游区能否发展壮大有一定影响[10]。
(一)评价方法
式(4)中,Ri表示新县红旅游景点之间平均通行时间,数值越小说明该景点的可达性越好;反之,则越差。i、j为新县内的红旅游景点,Tij为区域内红旅游景点i通过交通网络到景点j所耗费的最短通行时间,n表示红旅游景点的数量。
阳泉周边最值得去的景点