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要明白地图的数据分类和来源,必须先理解一个概念,就是地图图层的概念,如下图,电子地图对我们实际空间的表达,事实上是通过不同的图层去描述,然后通过图层叠加显示来进行表达的过程。对于我们地图应用目标的不同,叠加的图层也是不同的,用以展示我们针对目标所需要信息内容。 引入一下矢量模型和栅格模型的概念,GIS(电子地图)采用两种不同的数学模型来对现实世界进行模拟:
∙矢量模型:同多X,Y(或者X,Y,Z)坐标,把自然界的地物通过点,线,面的方式进行表达
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)
五岳山分别是哪些山
我们目前在互联网公开服务中,或者绝大多数手机APP里看到的,都是基于栅格(瓦片)模型的地图服务,比如大家看到的百度地图或者谷歌地图,其实对于某一块地方的描述,都是通过10多层乃是20多层不同分辨率的图片所组成,当用户进行缩放时,根据缩放的级数,选择不同分辨率的瓦片图拼接成一幅完整的地图(由于一般公开服务,瓦片图都是从服务器上下载的,当网速慢的时候,用户其实能够亲眼看到这种不同分辨率图片的切换和拼接的过程)
北京中青旅行社对于矢量模型的电子地图来说,由于所有的数据以矢量的方式存放管理,事实上图层是一个比较淡薄的概念,因为任何地图元素和数据都可以根据需要自由分类组成,或者划分成不同的图层。各种图层之间关系可以很复杂,例如可以将所有的道路数据做成一个图层,也可以将主干道做成一个图层,支路做成另外一个图层。图层中数据归类和组合比较自由。
而对于栅格模型(瓦片图)来看,图层的概念就很重要的,由于图层是生成制作出来,每个图层内包含的元素相对是固化的,因此要引入一个底图的概念。也就是说,这是一个包含了最基本,最常用的地图数据元素的图层,例如:道路,河流,桥梁,绿地,甚至有些
底图会包含建筑物或者其他地物的轮廓。在底图的基础上,可以叠加各种我们需要的图层,以满足应用的需要,例如:道路堵车状况的图层,卫星图,POI图层等等。
西安欢乐谷玛雅海滩水公园底图通常是通过选取必要地图矢量数据项,然后通过地图美工的工作,设定颜,字体,显示方式,显示规则等等,然后渲染得到了(通常会渲染出一整套不同分辨率的瓦片地图)
当然,即便在瓦片图的服务中,在瓦片底图之上,依然能够覆盖一些简单的矢量图层,例如道路走向(导航和线路规划必用),POI点图层(个饭馆加油站之类的)。只不过瓦片引擎无法对所有地图数据构建在同一个空间数据引擎之中,比较难以进行复杂的地图分析和地图处理。 那么既然瓦片图引擎有那么多的限制和缺陷,为什么不都直接使用矢量引擎呢?因为瓦片图引擎有着重大的优势:
1. 能够负载起大规模并发用户,矢量引擎要耗费大量的服务器运算资源(因为有完整的空间数据引擎),哪怕只是几十上百的并发用户,都需要极其夸张的服务器运算能力了。矢量引擎是无法满足公众互联网服务的要求的。
2. 由于地图美工介入的渲染工作,瓦片图可以做得非常好看漂亮和易读,比较适合普通用户的浏览
春秋国旅旅行社
附:一张矢量地图截图:
说了这么多了,其实主要就是为了引入图层和底图的概念,以方便说明下面的地图数据分类
为了说明数据的来源和采集渠道,采集方法,我将地图数据分为以下几个类型:
1. 底图数据
其实就是地图中最基本的地物外形数据及一定的相关附加信息(例如道路名,河流名等)。事实上随着遥感和航拍卫拍技术的进步,这部分数据依赖实地采集的比例已经越来越小,商业地图数据商,尤其以高德为代表,处于成本收益考量,基本已经很少采用实地采集的方式了。这部分的数据主要来源于3种:
官方地图西安的十大特产送人:严格来说,这不能说是一种单独的渠道,因为官方地图的数据本身,也是来源于下面的两种渠道,但是官方地图一般来源于政府相关部门的权威测绘和发布,因此也单算成一种渠道。当然,需要说明的是,地图厂商能从国家权威部门拿到或者买到的地图,要比我们日常在街上商店里买到的地图要精细丰富很多,当然,很多时候也是用电子格式提供的。
当然,无论任何国家,真正高精度的地图(例如1:200比例或更高)是受限制不会对外公布的。(相对应给大家参照的是,我国规定互联网上可以公开发布的地图,最高精度是1:10000)