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-— Bins
In the case of rolling terrain, such as mountains of
medium altitude, the determination by way of contour
lines will be in most cases the most advantageous method.
Tests showed that volumes of artificial and natural earth
bodies of round shapes can be better determined by photo-
grammetrically measured contour lines than by measuring
point by point cross sections or by grid measuring. However,
for use in the digital terrain model, the contour lines
have to be recorded point by point in a digital way. That
is much easier done with contour lines of constant z-value.
For instance, it would be possible to record the xy-
coordinates automatically at constant time intervals when
tracing the contour lines. Since tracing of contour lines
would be slower in more difficult terrain, a denser net
of points would be obtained automatically in those places
wherever needed to assure a good fit to the shape of the
terrain. It would also be possible to record those points
at a greater density and to reduce afterwards the number
of points to a suitable and necessary quantity with the
help of the computer. For the selection of an economical
density of points along the contour lines the criterion
could be the curvature = which is the variation of the
angle of the tangent T over the length of arc L, thus
A dt
RL
In this we can use as sufficient accurate approximation
the angle of the chord instead of the angle of the tangent
and the length of the chord instead of the length of the
arc between neighbouring points on a contour line - both
are values which are computed directly from xy-coordinates.
With the elimination of redundant points a reduction in
storage space and computer time is obtained as well as
eliminating the task of point selection for the stereo-
operator. Measuring and recording point by point along
contour lines is probably the simplest method for obtaining
digital terrain data, and furthermore it should not cause
too many difficulties for the instrument manufacturer.
The third typical terrain incorporates sudden changes,