הבדלים בין גרסאות בדף "Ring knot"

מתוך Climbing_Encyclopedia
קפיצה אל: ניווט, חיפוש
שורה 1: שורה 1:
 
{{LTR}}
 
{{LTR}}
 
[[image: ring knot.jpg|right|thumb|200px|A Ring knot with two [[Half hitch]]es]]
 
[[image: ring knot.jpg|right|thumb|200px|A Ring knot with two [[Half hitch]]es]]
A Ring knot is a simple knot that is actually just a means of [[securing a knot]], without the knot itself. Ring knots are used to attach a [[rope]] to another object: a [[carabiner]], a rod or even the rope itself. A ring knot can be tied with a variety of securing knots: [[Overhandknot]], [[double overhand knot]], two [[Half hitch]]es etc. Actually, a Ring knot is a concept rather than a knot.  
+
A Ring knot is a simple knot that is actually just a means of [[securing a knot]], without the knot itself. Ring knots are used to attach a [[rope]] to another object: a [[carabiner]], a rod or even the rope itself. A ring knot can be tied with a variety of securing knots: [[Overhand knot]], [[double overhand knot]], two [[Half hitch]]es etc. Actually, a Ring knot is a concept rather than a knot.  
  
  

גרסה מ־03:11, 12 ביולי 2009

A Ring knot with two Half hitches

A Ring knot is a simple knot that is actually just a means of securing a knot, without the knot itself. Ring knots are used to attach a rope to another object: a carabiner, a rod or even the rope itself. A ring knot can be tied with a variety of securing knots: Overhand knot, double overhand knot, two Half hitches etc. Actually, a Ring knot is a concept rather than a knot.


Origin

Ring knot was

Related knots

A Ring knot without the obect arround which it is supposed to be tied is a Slip knot.

Usage and characteristics

Locking a belay device is actually a version of a ring knot. When there might be a need to undo the knot, half hithes are used.

when a permanent knot is needed, as in a binner at the end of a toprope, for camps or in a gym, a double or tripple overhand knot is better used. as a matter of fact, a slip knot is a ring knot, only it lacks the ring.

Further reading


Contributions to this page by: Micha Yaniv and others