- Joined
- Jun 24, 2025
- Messages
- 2
Im trying to understand that with geometry of a 90 angle triangle, the blade flat, to the verticle upright holding the rod. You get a exact angle directly to the blade. But on a knife blade with any length the semetry of the triangle pivots on the vertical axes of the rod holder maintaining the one angle of 90 degrees.. Still a 90 on the plane of blade to rod holder, but as the stone streches further the length of the bottom leg of the triangle has to lengthen to reach the tip of the blade. As in geometry, that change in length has to cause a more acute angle on the angle meeting the stone, and a more obtuse angle at the rod to vertical stanchion in correlation to the 90 dregee vertical and the two corresponding angles remaining to total 180 degrees. You can not change the lengths of a side with out effecting the angles. Is this correct? Seems to be principles of gemoetry.