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A fireman's chair supporting a person in a horizontal highline configuration. The knot was first introduced by the Victorian chief fire officer Eyre Massey-Shaw in 1876. [2] Made with suitable rope by qualified personnel this knot can be used as a rescue harness capable of supporting a person while being hoisted or lowered to safety. One loop ...
At that stage, the knot is slippery and easy to adjust. The knot can be "locked" by making one or more overhand knots with the loose ends in the manner of a reef knot. [1] The sizes of the two loops can also be fixed by making half hitches with each end over the necks of the loops. This configuration is known as the fireman's chair knot.
Download as PDF; Printable version; ... out of 43 total. ... Fireman's chair knot; French bowline; Friendship knot loop; H. Halter hitch;
Karash double loop is a common name for a knot forming two loops. This knot has been a known variant of the Bowline on a bight per the International Guild of Knot Tyers, referred to as bowline twist or twisted collar bowline on a bight. The knot is also referred to as nœud de fusion in French references and sometimes called Fusion knot in English.
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The Tom fool's knot, also called the conjurer's knot or bow knot, is sometimes considered a handcuff knot but is somewhat inferior for this purpose to the knot which usually bears that name. [ 1 ] : 208 It is a good knot with which to commence a slightly fancy sheepshank .
The directional figure eight (a.k.a. inline figure-eight loop) is a loop knot. It is a knot that can be made on the bight. The loop must only be loaded in the correct direction or the knot may fail. It is useful on a hauling line to create loops that can be used as handholds.
The timber hitch and half hitch Killick hitch perhaps best demonstrates the directional force effect as he shows it as the first knot in the chapter right after the previous discussion as context . [5] After showing the Half-Hitch preceding as only conversion for the direction adds: "The knot appears to be universal and invariable"! [5]