The trigonometric principle
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The so-called trigonometric principle of measuring tree heights is based on the measurement of distances and angles. | The so-called trigonometric principle of measuring tree heights is based on the measurement of distances and angles. | ||
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===Measuring tree heights in sloped terrain=== | ===Measuring tree heights in sloped terrain=== | ||
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===Measuring height without given distance=== | ===Measuring height without given distance=== | ||
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[[Category:Tree height]] | [[Category:Tree height]] | ||
Revision as of 08:31, 4 November 2010
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This section is still under construction! This article was last modified on 11/4/2010. If you have comments please use the Discussion page or contribute to the article! |
Basic principle
The so-called trigonometric principle of measuring tree heights is based on the measurement of distances and angles.
Measuring tree heights in sloped terrain
Note:
- If one uses a measurement device which does not enable to directly measure horizontal distances (or e.g. rely on fixed distances to the tree determined by optical principles) the measured distance has to be corrected. To avoid corrections in sloped terrain a practical solution is to move parallel to the slope and to find a position from which one can directly measure the horizontal distance.
Measuring height without given distance
