File:4.2.6.1-fig54.png
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(Mean correction factor for line features as a function of terrain inclination a (bold line), assuming that the lines have a uniform distribution of angular deviation from the gradient vector. The dashed line gives the standard correction factor cos(<math>) |
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| − | Mean correction factor for line features as a function of terrain inclination | + | Mean correction factor for line features as a function of terrain inclination <math>\alpha</math> (bold line), assuming that the lines have a uniform distribution of angular deviation from the gradient vector. The dashed line gives the standard correction factor cos(<math>\alpha</math>). |
Reference: | Reference: | ||
Kleinn C., B. Traub and C. Hoffmann 2002. A note on the slope correction and the estimation of the length of line features. Canadian Journal of Forest Research 32(4):751-756. | Kleinn C., B. Traub and C. Hoffmann 2002. A note on the slope correction and the estimation of the length of line features. Canadian Journal of Forest Research 32(4):751-756. | ||
Latest revision as of 10:03, 3 March 2011
Mean correction factor for line features as a function of terrain inclination \(\alpha\) (bold line), assuming that the lines have a uniform distribution of angular deviation from the gradient vector. The dashed line gives the standard correction factor cos(\(\alpha\)).
Reference:
Kleinn C., B. Traub and C. Hoffmann 2002. A note on the slope correction and the estimation of the length of line features. Canadian Journal of Forest Research 32(4):751-756.
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| current | 10:02, 3 March 2011 |  | 510 × 360 (539 KB) | Aspange (Talk | contribs) | Mean correction factor for line features as a function of terrain inclination a (bold line), assuming that the lines have a uniform distribution of angular deviation from the gradient vector. The dashed line gives the standard correction factor cos(<math> |
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