Question for the brains greater than mine:
There's been some discussion in the past about the weakness of hiking poles if used to support a hammock, as in they snap. I'm not the sharpest knife on the belt (ask my wife, she'll confirm this), but I'm assuming that trekking poles are plenty strong when the load applied is straight down the pole, and not very strong at all when applied at an angle. So, here's the question for the brains in the outfit.
Assuming the hammock support line extends from the top of the hiking pole, what is the angle, or geometric formula, considering weight in the hammock, length of line, low point, angle of the hiking pole relative the horizon, angle of the support guy lines opposite side of the hammock line, such that the force applied in sum of all the above, pulls straight down the longitudinal axis of the pole?
I'm guessing, absent an advanced degree in a brainiac discipline, that one should be able to angle the pole in the ground relative upright, angle the guy lines, and the hammock line, and get a force on the hiking pole right down the length of the pole, which pole should then easily be able to support the owner's weight.
Help here requested of university, college, and technical school profs, lecturers and hangers on, and other assorted mathematical wise guys.
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