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As one views <strong>the</strong> spectrum of user requirements for cartographic data in digital<br />

form, it becomes immediately apparent that <strong>the</strong> initial DCDB will not satisfy every<br />

one. However, <strong>the</strong>re are some concepts related to structuring data which will en<br />

hance <strong>the</strong> usefulness and flexibility of <strong>the</strong> data base at a reasonable dollar in<br />

vestment in terms of structure design, file building and storage. The most funda<br />

mental of <strong>the</strong>se concepts deals with <strong>the</strong> total relationship of all features identified<br />

in <strong>the</strong> DCDB. This relatedness concept is best described as <strong>the</strong> topology of a region.<br />

In considering a topological structuring approach, we find that <strong>the</strong> related-<br />

ness of features can be expressed in two-dimensional space by <strong>the</strong> intersections or<br />

junctions of like or unlike features. In <strong>the</strong> context of Base Category features, if<br />

each of <strong>the</strong>se intersections or junctions, which are referred to as nodel points or<br />

nodes, is assigned some sort of identification and has a spatial reference such as<br />

a latitude or longitude or map projection coordinates, this group of points repre<br />

sent a topological framework to which o<strong>the</strong>r data can be related. When <strong>the</strong> topologi<br />

cal framework is filled in with Base Category feature data and plotted, a base map<br />

is formed.<br />

Some specific examples of nodes are given in Figure 5« Within this illustra<br />

tion we find <strong>the</strong> following:<br />

Road intersections nodes A, C, E<br />

Road ends (terminations) nodes G,<br />

Road and drain intersection node B<br />

Section line and drain intersection node K<br />

County boundary and road intersection node D<br />

Drain and open-water intersection nodes H, J<br />

The formation of <strong>the</strong> features which connect <strong>the</strong> nodes is of three types:<br />

1. Straight lines which need only end points to be defined;<br />

2. Simple curved lines which require ei<strong>the</strong>r end points and a<br />

radius or three points; and<br />

3. Random-shaped lines which require a string of closely spaced<br />

points to approximate <strong>the</strong> line location. Such lines may re<br />

present centerline location, boundary location or physical<br />

interface such as shorelines.<br />

In any case, <strong>the</strong> actual location of features is spatially definable as coordi<br />

nate points. Figure h illustrates <strong>the</strong> use of coordinate points to define some typ<br />

ical features. Note <strong>the</strong> numbering is random.<br />

These coordinate points constitute <strong>the</strong> root level of data, so this is where <strong>the</strong><br />

data base structure begins. In order to store and retrieve <strong>the</strong> coordinate (root)<br />

level of data, a point directory is assembled. As illustrated in Figure U, each<br />

set of point coordinates is stored with a corresponding point number.<br />

The second data structure level to be established is accomplished by setting up<br />

a directory of nodes based on corresponding points. Since we store point coordi<br />

nates only once and at <strong>the</strong> root level, a node framework could be plotted by noting<br />

point numbers in <strong>the</strong> node directory, retrieving <strong>the</strong> corresponding points and plotting<br />

each as a separate coordinate point. Figure 5 indicates this relationship and notes<br />

<strong>the</strong> start of <strong>the</strong> topological data structure levels.<br />

532

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