I don't currently have access to equipment to make a modern folder, so until I can get such equipment I'm putting my MechE degree to "good" use and designing out a knife. I'm working out the lock geometry for an internally-pinned framelock right now, and questioning the physics of the tutorials I've read/watched.
The Tactical Folding Knife by Terzuola seems to be the Bible for liner-/frame-lock design, and his statement on the stop pin, lock contact, and pivot ideally laying on the points of an equilateral triangle gets repeated, but seemed arbitrary to me. I did some basic force diagramming, and I don't see any reason why the shape of the triangle makes any difference.
Does anybody with experience making liner- or frame-lock knives have any reasoning, besides an appeal to Terzuola, for or against the idea of an equilateral ideal? Thanks!
The Tactical Folding Knife by Terzuola seems to be the Bible for liner-/frame-lock design, and his statement on the stop pin, lock contact, and pivot ideally laying on the points of an equilateral triangle gets repeated, but seemed arbitrary to me. I did some basic force diagramming, and I don't see any reason why the shape of the triangle makes any difference.
Does anybody with experience making liner- or frame-lock knives have any reasoning, besides an appeal to Terzuola, for or against the idea of an equilateral ideal? Thanks!