Cliff's model is provided below this msg fyi.
Cliff goes on and on about his model of cutting behavior. He insists over and over that industry standard data be manipulated to fit into his model.
Funny, when I was in school we were not as interested into making the data fit into our model, but interested in knowing how things were going to react in the real world. We made the line fit the data, and we did not argue about trying to make the data fit into our theorized model.
The test methods presented here will yield consistent results that model behavior based on real world tests - ie. the CATRA tests or very similar tests. These are the best devices available to consistently gather data about cutting performance. The alternative is a test like Mr. Goddard does. Cliff attacks both of these tests, and of course offers nothing better to actually test performance.
What benefit is there to take this practical and repeatable data, that can be easily related to real world knife use (as Mr. Goddard has shown), so it fits somebody's simplified theory of cutting behavior?
I'll tell you, there is none. Because if you ever want to use the data practically, repeat your results, or collect more data, and do it on a practical and industry standard testing machine, you will have to convert it right back into the form that the Professors presented it here.
Oh I forgot there is somebody who can benefit, the guy who came up with the model. I wonder why he hasn't yet convinced CATRA of his model, and why they have not come up with a machine to test for his mystery coefficients. I'll tell you why, because there is no practical benefit and no greater understanding to be gained by anyone in doing so.
I'm fully aware that Cliff will take my posts, take a few word quote here, and a few word quote there, and refute every single item he can refute using a myriad of nearly incomprehensible arguments. He will not answer or even acknowledge questions he cannot answer, and he will not acknowledge or admit his mistake when he changes his positions once again to battle another assault on his pseudo-science. For this, I apologize to my fellow members in advance.
Bruce
Cliff's model.
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Cliff Stamp said:
C(x)=Ci/(1+a xb)
Here Ci is the initial cutting ability, which is dependent on the geometry of the knife and properties of the material being cut. The value of a depends on the ratio of the forces Fe/ Fw and along with b depends on the characteristics of the material being cut and the properties of the steel. In general the main influence of b is on long range blunting where a is more important in the short term.
The benefit of using the above model is that the parameters can be correlated to properties of the steels and thus predict behavior. As a starting estimate the dependance of b would be expected to be similar to
b(p,h)~1/(p*h*wr)
Where p is the probability that a carbide will tear out on a given cut, h is the size of the hole and wr is the wear resistance. The probability of carbide tear would be related to the strength of the martensite and nature of the carbides (size/amount), grain size, and other properties. Note this is for slicing, for push cutting this would invert :
b(p,h)~p*h/wr
As in push cuts when carbide comes out the performance drops rapidly as the holes just bind up in the material.
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