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Ankerson The bottom line here is that when we compensate we always give up something else in return said:LOL,yep Jim and that rings true for just about every change we make in life.Being as perfection is pretty much non existant,( everything in life is a trade off.)Anyone that likes knives should own an Opiniel #8,it's a bargain for the price and a good example of non stainless carbon steel.
This thread just makes me want to get another Opinel no.8. I had one but it was the INOX variation and although it was a great knife, I want the carbon example. Had two actually and gifted them both.
I put this together to better illustrate what I mean:
You're still talking around Ankerson. You need ....
Care to explain why?convexing the edge on a knife that WAS a V-edge will reduce the edge angle.
You're still talking around Ankerson. You need to be working with a convex edge that has the SAME edge angle at the tip. Not "practically the same," the SAME. Period. If they have the same angle, then there's not going to be a noticeable difference in cutting ability. That's what Ankerson is saying. You're still working from the "but what if I convex a v-edge" principle, which says nothing about which edge is actually better, because convexing the edge on a knife that WAS a V-edge will reduce the edge angle. If you reduced the edge angle on the same knife but kept it a V, it would STILL cut better than it did initially, assuming you do a good job at both.
no, at the same angle, the convex edge is the one that is thinner.but if I had maintained the 'v' and thinned the edge to the same angle I would have less material behind the edge than the convex edge. That material helps support the edge.
marcinek,
grow up.
but if I had maintained the 'v' and thinned the edge to the same angle I would have less material behind the edge than the convex edge. That material helps support the edge.
I also have a Stretch in zdp 189, there are numerous threads relating to people who have tried to thin this type of knife and run into problems with chipping.
crimsonfalcon07,
having a convex and v-edge at the exact same angle is a paradox. It cannot be so. It can only be practically or close to the same, because the convex shape is curved and the v-edge is straight. Therefor, there is no "exact same. period." angle. You can't call a straight line and a curved line the same. That's why I'm giving an example of where they are practically the same to the eye at the very edge (cutting edge). I give an example of what it could look like under a microscope to illustrate that these two lines cannot ever be the same. What happens after the edge however, is much more drastic and that is the part which really helps the convex in cutting ability. The very edge is so minimally different in practical terms, that they are as close to being the same at the edge as they can be (in my example), but not behind the edge.
marcinek,
grow up.
Ankerson,
it doesn't matter what steel we use to test geometry, as long as we use the same steel for each grind.
I'm not trying to say that v-edges are crap or anything. I'm simply giving the OP my opinion and explaining why I believe that convex edges and convex zero grinds excel in bushcraft over v-edges. Why are bullets, airplanes, racecars and boats shaped like they are? Because the more slick they are, the less resistance they have when going forward. A shoulder on a knife edge offers resistance in the cut.
Ok Ankerson, you're piqued my curiosity now, what steels are you working with?
I put this together to better illustrate what I mean:
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Good diagram but you forgot to factor in the way stress builds up in a structure. With no shoulders on a convex, there is nowhere for stress to build at a single point, as the stress is distributed more evenly across the materials, so the overall effect is of a more durable edge. It's why round tube is stronger than RHS for the same wall thickness and similar cross sectional area and also how arches get their strength.