Kevin R. Cashen
Super Moderator
It is known as the Modulus of elasticity, or also Young’s Modulus. The “stiffness” of the steel, i.e. the amount of load required to deform a piece of steel elastically, cannot be affected by heat treatment, it is solely a function of the thickness of the cross section. A fully hard piece of steel will deflect exactly the same as a fully annealed piece of steel under the same load, so long as the yield point (the point of permanent deformation) is not reached. Hardening the steel will extend the elastic range higher and thus the yield point will be pushed higher. A soft piece of steel will yield (bend) under much less load than a harder piece of steel which will resist permanent deformation in increasing levels until it breaks.
Tests we have done on knife steels at Ashokan in the past had the soft steel bending at around 52 pounds of pressure, at the yield point no more load is necessary for the steel to continue to bend so the 52 was it for that steel. A hardened piece, from the same bar, took a little over 450 pounds to break. So yes, the fully hardened blade will break, but it could take as much as 9 times more effort to do it, and anywhere less than 400 pounds the blade will simple return to true when the load is removed.
But then impact toughness is another consideration…
Tests we have done on knife steels at Ashokan in the past had the soft steel bending at around 52 pounds of pressure, at the yield point no more load is necessary for the steel to continue to bend so the 52 was it for that steel. A hardened piece, from the same bar, took a little over 450 pounds to break. So yes, the fully hardened blade will break, but it could take as much as 9 times more effort to do it, and anywhere less than 400 pounds the blade will simple return to true when the load is removed.
But then impact toughness is another consideration…
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