dom15931
Member
I am sure everyone has wondered at some point about trail accuracy or felt like they hiked just a bit further than the sign had said.
My main question is this. What historically has been the method for determining the trail distances we see on the signs and in guide books?
Linked below is a good article about calculating trail distances. The author gives simple explanations to various method that can be used and points out that only with traditional surveying equipment (transit, pole, prism) will you get a very accurate reading. Even then you assume that you walk perfectly straight between the two points.
http://www.qcc.mass.edu/brink/general/distance.html
I have been thinking about this quite a bit since I do survey work and from my recent trip out west which had trails that were nothing but endless switchbacks. I got to thinking that there has to be quite a bit of historical and current error, perhaps more than 10% in cases of rugged terrain. I would speculate that it is more common to underestimate distance simply do to the non-linear nature of hiking and mountaineering, slope of the trails, the frequent obstacles and the obvious difficulties pointed out in the article.
As hikers we encounter the 'slope distance' factor quite a bit. It is basically an example of the Pythagorean theorem. The hypotenuse of a right triangle is longer than it's base. The slope, or an uphill trail, is the hypotenuse. The base of the triangle, or map for example, is a level plain. Simply put, walking 100 feet on a perfectly level trail moves you 100 feet on a map according to it's scale; walking 100 feet up a steep Adirondack trail does not move you 100' on the same map. The distance would fluctuate based on the grade and would always be >100 feet.
Surveying a property also assumes a level plain, thus the distances do not account for slope. If you own a hillside, you actually own a greater walking distance than you're legal description calls for just as in my example above.
The author of the article I mentioned makes good points about GPS positions on KEY points (curves, switchbacks, etc.). However, simply mapping a trail with a hand held GPS will not get you that accurate of a reading do to frequent in accurate positions. Too achieve good accuracy would require a lot a careful and methodical work. I frequently use pole-mounted Trimble GPS with an accuracy of +/- 3' after differential correction and I know how difficult it can be to get an accurate reading. You need 1200 one second positions to be averaged and 'corrected' with software in order to get this level of accuracy with equipment that costs in excess of $10,000 dollars. Even then in forested areas and hollows, and just depending on the satellite positions, don't expect the same result twice.
I being a bit technical here, but it is a curious question. Just how accurate are trail signs? Maybe it really did feel like it was a bit longer!
I wish I would have thought of this when I was in college. It would have made a great project. Hopefully one of these days I'll have the time to check out the accuracy of GPS with professional equipment if for nothing else sheer curiosity.
-Dom
My main question is this. What historically has been the method for determining the trail distances we see on the signs and in guide books?
Linked below is a good article about calculating trail distances. The author gives simple explanations to various method that can be used and points out that only with traditional surveying equipment (transit, pole, prism) will you get a very accurate reading. Even then you assume that you walk perfectly straight between the two points.
http://www.qcc.mass.edu/brink/general/distance.html
I have been thinking about this quite a bit since I do survey work and from my recent trip out west which had trails that were nothing but endless switchbacks. I got to thinking that there has to be quite a bit of historical and current error, perhaps more than 10% in cases of rugged terrain. I would speculate that it is more common to underestimate distance simply do to the non-linear nature of hiking and mountaineering, slope of the trails, the frequent obstacles and the obvious difficulties pointed out in the article.
As hikers we encounter the 'slope distance' factor quite a bit. It is basically an example of the Pythagorean theorem. The hypotenuse of a right triangle is longer than it's base. The slope, or an uphill trail, is the hypotenuse. The base of the triangle, or map for example, is a level plain. Simply put, walking 100 feet on a perfectly level trail moves you 100 feet on a map according to it's scale; walking 100 feet up a steep Adirondack trail does not move you 100' on the same map. The distance would fluctuate based on the grade and would always be >100 feet.
Surveying a property also assumes a level plain, thus the distances do not account for slope. If you own a hillside, you actually own a greater walking distance than you're legal description calls for just as in my example above.
The author of the article I mentioned makes good points about GPS positions on KEY points (curves, switchbacks, etc.). However, simply mapping a trail with a hand held GPS will not get you that accurate of a reading do to frequent in accurate positions. Too achieve good accuracy would require a lot a careful and methodical work. I frequently use pole-mounted Trimble GPS with an accuracy of +/- 3' after differential correction and I know how difficult it can be to get an accurate reading. You need 1200 one second positions to be averaged and 'corrected' with software in order to get this level of accuracy with equipment that costs in excess of $10,000 dollars. Even then in forested areas and hollows, and just depending on the satellite positions, don't expect the same result twice.
I being a bit technical here, but it is a curious question. Just how accurate are trail signs? Maybe it really did feel like it was a bit longer!
I wish I would have thought of this when I was in college. It would have made a great project. Hopefully one of these days I'll have the time to check out the accuracy of GPS with professional equipment if for nothing else sheer curiosity.
-Dom
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