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(b)<br />

If Z-coordinate of <strong>the</strong> vertex B is not on line AC (in space), <strong>the</strong>n a<br />

surface discontinuity exists between AADC and A's ABE and BCE.<br />

Figure 2. The Surface Continuity Solution for a TIN<br />

which does in fact represent an actual terrain surface.<br />

A TIN DTM is by design an intelligent (i.e., nonrandom)<br />

network and because of this feature allows for computer<br />

software to be developed which automatically defines<br />

<strong>the</strong> spatial and locational character (i.e., connectiv<br />

ity) of <strong>the</strong> DTM.<br />

Development Of A DTM Data Base<br />

There are a number of ways to set up a DTM data base<br />

from a TIN. The ADAPT approach, which is <strong>the</strong> one most<br />

familiar to <strong>the</strong> author, creates a triangle (i.e., cell)<br />

file and a vertex file from <strong>the</strong> TIN. Each triangular<br />

cell is uniquely numbered as is each vertex by ADAPT<br />

software. The latter specification enables adjacent<br />

triangle pairs to be identified by software, thus,<br />

establishing <strong>the</strong> neighborhood relationships or topology<br />

of <strong>the</strong> DTM. In addition, <strong>the</strong> latitude and longitude<br />

135<br />

NO

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