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https://github.com/sunsided/trekking-times
Implementations of Naismith's rule, Tobler's rule, etc. for trekking and hiking times
https://github.com/sunsided/trekking-times
aitken-langmuir-corrections hiking hiking-times matlab naismith-rule tobler-rule trekking
Last synced: about 1 month ago
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Implementations of Naismith's rule, Tobler's rule, etc. for trekking and hiking times
- Host: GitHub
- URL: https://github.com/sunsided/trekking-times
- Owner: sunsided
- License: mit
- Created: 2014-06-16T17:28:52.000Z (over 10 years ago)
- Default Branch: master
- Last Pushed: 2014-06-16T23:34:21.000Z (over 10 years ago)
- Last Synced: 2024-11-09T08:14:46.122Z (2 months ago)
- Topics: aitken-langmuir-corrections, hiking, hiking-times, matlab, naismith-rule, tobler-rule, trekking
- Language: Matlab
- Homepage: https://medium.com/@sunside/naismith-aitken-langmuir-tranter-and-tobler-modeling-hiking-speed-4ff3937e6898
- Size: 152 KB
- Stars: 1
- Watchers: 3
- Forks: 0
- Open Issues: 0
-
Metadata Files:
- Readme: README.md
- License: LICENSE
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README
# Trekking and Hiking Times #
Trekking and hiking time rule MATLAB implementations for Naismith's rule, Naismith's rule with Aitken-Langmuir corrections and Tobler's rule.
## Naismith's rule ##
* Function available in `naismith.m`
* Example plot available in `naismith_plot.m`### Example ###
track_length = 20; % km
ascend = 1; % km
[w, t] = naismith(track_length, ascend)## Naismith's rule with Aitken-Langmuir corrections ##
* Function available in `naismith_al.m`
* Example plot available in `naismith_al_plot.m`### Example ###
base_speed = 4; % km /h
track_length = 20; % km
ascend = 1; % km
[w, t] = naismith_al(track_length, ascend)## Tobler's rule ##
* Function available in `tobler.m`
* Plot will be generated when called without return parameter### Example ###
slope = tand(10); % tand(degree)
track_factor = 1; % e.g. 1 (footpaths), 0.6 (off-path)
[w] = tobler(slope, track_factor)% create plot
tobler(slope, track_factor)## Tranter's correction table ##
Correction table to Naismith's rule.
* Table available in `tranter_table.m`
* Least squares best-fit function available in `tranter.m`
* Plotting of these two in `tranter_plot.m`
* Fitting testbench in `tranter_fit.m`### Example ###
time = 5; % hours
fitness = 25; % Tranter minutes
[t] = tranter(time, fitness)