Fields, Isolines, Gradients and Topographic Maps. Earth Science – Notes #3. Fields. A field is any region of space, 2-D or 3-D, that has a measurable value at every point. For example, one can measure the elevation of a staircase at every stair, so the staircase is a field.
Fields, Isolines, Gradients and Topographic Maps
Earth Science – Notes #3
*Page 1 in ESRT*
A topographic map is a representation of a three-dimensional surface on a flat piece of paper
**The closer the lines, the steeper the land**
Rule of V’s
-When contour lines cross a stream they bend upstream. The stream flows opposite the V.
thicker than others
and give elevation.
of elevation used
as reference points.
Depression Contour Lines
Used to show vertical details not easily seen in a profile.
1) Where a contour line crosses a stream or valley, the contour bends to form a "V" that points upstream or valley. In the upstream direction the successive contours represent higher elevations.
2) Contours near the upper parts of hills form closures. The top of a hill is higher than the highest closed contour.
3) Hollows (depressions) without outlets are shown by closed, hatched contours. Hatched contours are contours with short lines on the inside pointing downslope. The bottom of the hollow is lower than the lowest closed contour.