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- Jan 10, 2005
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Knowing whether the blades tested are the same thickness and the same edge geometry is an important consideration for me when reviewing claims of one steel's superiority over another.
With a test using rope cutting to induce wear, and then cutting thread to measure sharpness, is it possible to have one knife requiring more force to cut the rope, yet test on thread as the sharpest? Vice versa could a duller/thinner blade cut the rope with less force than a sharper/thicker blade?
And if you answer yes to the above, wouldn't it follow that a given steel will have varying performance and edge holding at varying edge thicknesses and angles? If true, doesn't that prove that you need equal blades to make a equal comparison of steels?
Conversely, when testing with unequal edge thicknesses or geometry, you should qualify your conclusions by stating the differences between the edges/blades tested.
If a thin blade & edge knife of steel "X" has better edge retention than a thick blade & edge knife of steel "Y", then can you accurately state without qualifications that steel X has better edge retention than steel Y?
Don't know what my point was, but if you have one of Phil's knives, it is easy to see that his testing was important in how he has selected the geometry and heat treat for his knives.
Phil's testing has quantified results in the form of numbers on a table, except his numbers are the force required to actually cut the rope, not a thread. Besides being an experienced knifemaker and knife tester, he is also a mechanical engineer who had a career in a technically demanding field. The moral of the story is when you consider your own testing akin to rocket science while comparing someone elses testing to wine tasting, you should always first make sure the other tester is not a rocket scientist!
With a test using rope cutting to induce wear, and then cutting thread to measure sharpness, is it possible to have one knife requiring more force to cut the rope, yet test on thread as the sharpest? Vice versa could a duller/thinner blade cut the rope with less force than a sharper/thicker blade?
And if you answer yes to the above, wouldn't it follow that a given steel will have varying performance and edge holding at varying edge thicknesses and angles? If true, doesn't that prove that you need equal blades to make a equal comparison of steels?
Conversely, when testing with unequal edge thicknesses or geometry, you should qualify your conclusions by stating the differences between the edges/blades tested.
If a thin blade & edge knife of steel "X" has better edge retention than a thick blade & edge knife of steel "Y", then can you accurately state without qualifications that steel X has better edge retention than steel Y?
Don't know what my point was, but if you have one of Phil's knives, it is easy to see that his testing was important in how he has selected the geometry and heat treat for his knives.
We are talking about different tests. One is what I am doing - collecting numbers, building tables etc... And another - which is expert opinion, when experienced specialist looks at product and report his opinion. This is like testing wines. But in your case you have your educated thumb instead of wine expert tongue or aroma expert nose etc...
Phil's testing has quantified results in the form of numbers on a table, except his numbers are the force required to actually cut the rope, not a thread. Besides being an experienced knifemaker and knife tester, he is also a mechanical engineer who had a career in a technically demanding field. The moral of the story is when you consider your own testing akin to rocket science while comparing someone elses testing to wine tasting, you should always first make sure the other tester is not a rocket scientist!