Bowline meets Zeppelin

No, it does not. :slight_smile: We are not talking about the topology of overhand knots here, but about their geometry. The links of the Zeppelin bend are, topologically, overhand knots, but they work differently than the links of the Hunter s bend, for example - which are, topologically, overhand knots, too. The overhand knot in your loop is hooked to = hooked within the nipping turn of the nipping loop of the eyeknot, as the one link of the Hunter s bend is hooked to = hooked within the other. Moreover, an overhand knot, in general, where the one end ( its Standing end ) is pulled and the other end ( its Tail end ) is made fast somewhere else, is NOT a hinge. The Tail end of this overhand knot, in particular : 1, makes a second turn, a collar, around the Standing end of the eyeknot, and, 2 : it is nipped by the nipping loop of the eyeknot. So, as the eye of the eyeknot is loaded and the returning eyeleg is pulled, this overhand knot can only contract, and constrict / strangle / choke everything that penetrates it, including its own tail : a hinge does not choke the pivot. Each ring of the hinge does not constrict the pivot from every direction, because it does not need to do this. On the contrary, the rings can rotate freely around the pivot = the pivot can rotate freely inside the rings, but this does not mean that the pivot can slip through the rings : The pivot does not slip through the hinge because it feels shear forces, not because it feels compression and friction forces. In a hinge, the mechanism works even if the rims around the pivot remain loose, because the fact that the pivot does not slip through the rim does not depend on the compression forces, and the generated friction forces, applied on it. On the contrary, in this particular overhand knot applies compression and friction forces to the lines that go through it, including its own tail, rather than shear forces.
Anyway, this particular overhand knot does not work as the overhand knots of the Zeppelin bend. To see some eyeknots that are more Zeppelin-like, see (1). To see a Zeppelin-like bend, where the pivots do not slip even when the rings off the hinge are very loose, see (2).

  1. http://igkt.net/sm/index.php?topic=4095.0
  2. http://igkt.net/sm/index.php?topic=3716.msg21527#msg21527
  1. No, the tail does not remain in place because it is constricted by the overhand knot - as I tried to explain previously, yet another time.
  2. Evidently ! :slight_smile: But do not bother, you are not alone… The exact opposite might well be true : I may be the only one who understands what I am talking about. However, believe me, I am talking about something, that exists, even if I can not explain it to other people. I know knot tyers with dozens of years of knotting experience who had never thought about this almost obvious fact, and who, even now, can not understand it ( or refuse = are afraid to understand it, but that is another matter ). I believe that manipulating a Zeppelin bend in one s own hands for some time, rotating the two not-hooked =parallel rims around the pair of tails, will offer the feeling my wording evidently fails to convey.

A friendly advice, coming from an old man : Do not underestimate authendicity, never. The authentic is true, by definition, the rest my well be imitations (Fr.) / fake = false. A knot, like anything else, has to be authentic = true, above all. ( This applies to knot tyers, too… :))

Like which other such loops ? If a knot is more complicated than it has to be for a loop, do not tie it ! :slight_smile: Every complicated enough tangle of rope “works” - iff by “working” you mean that it dies not slip…
Moreover, as I had explained elsewhere, and I believe you have read it, it does not even work well ! The one overhand knot closes up and locked before the other, making half of the knot obsolete, and forcing the other half to bear the total of the loading forces - not a good thing for the strength of any knot.

A knot does not break in the point of maximum tension. A wider, rounder loop can, supposedly, distribute and dissipate the tensile forces along a greater portion of the knot. That does not mean that a three-rope-diameters nipping loop will not break , and a two-rope-diameters will. Both knots will break at another point, probably outside the nipping loop, but the one will, supposedly, break after the other.

You may well be right on this. That is a debatable issue about which only NUMBERS ( = detailed, laboratory tests = experimental data ) can tell :).