Where to begin? While reading a thread here, which I have now lost track of, I encountered a discussion of Tom Hennessy's original patent application in which he stated in effect that the flatness of the lie could be improved with an asymmetric cut of the end of the fabric. That started my engineering brain to work. My first effort was a simple "proof of concept" using cheap ripstop nylon, and what turned out to be a flawed approximation of the curve. This first attempt proved the concept, but I found the lie to be a bit beyond flat. Here is a drawing of the first version:
It took a couple of iterations, but I ultimately came up with a calculation of the curve that provides a perfectly flat (theoretically) lie. This does not allow for stretch in nylon fabrics, more on this later. In the meantime, I read about jellyfish's NOVA Harmony Hammock and decided to incorporate her proportions into the next iteration. The following illustrates the derivation for the calculation of the end cut curve:
I developed a spreadsheet for calculating the curve which is available here: https://docs.google.com/spreadsheets...gid=1208042099
And here is a drawing of the Asymmetric NOVA Harmony Hammock that resulted:
The resulting hammock is pictured here, modeled by my friend Kiwale, a graduate student from Tanzania (East Africa):
There are more pictures in my Album of the same name, and I will be discussing some of those in future posts.
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