No, this is a misunderstanding and impossible in the context of the entire reply I just read.
"However, things get a bit more complicated if you are talking about the strength of endless loop, or grommet, slings. All tension members experience a decrease in strength when loaded over a bend due to the uneven loading of the top and bottom sections in the bend. As the diameter of the bend decreases, the load on the outer portion of a rope increases.
Testing has shown this reduction in strength no longer has a significant effect on AmSteel Blue at D/d ratios greater than 20, where “D” is the diameter of the bend and “d” the diameter of the rope. This means that at very large D/d ratios, a grommet sling has a breaking strength twice that as a single part of line as there are two legs of the sling contributing strength. At lower D/d ratios however, the contribution of both legs is limited by the strength loss due to the bend. This does not impact eye-each-end slings on pins with D/d ratios as low as 2 however since there are two legs supporting the eye and a single leg holding the entire load in the center of the rope.
In short, the limit we recommend for attaining full strength of a single leg sling are pin diameters at least twice the diameter of the rope"
The engineer is comparing strength of slings with double lines. Catch that "since there are two legs supporting the eye".
The same confusion used to be repeatedly expressed here in assessing soft shackles. One would hope for double stength due to doubled cordage, but testing has shown the strength should be more safely assumed to be that of single lengths of the cordage.
What also seems missing is an appreciation of how the failure occurs. Not always immediately, but over time, as the cord fatigues due to excessive loading on the portion on the outside of pin.
Nothing in the Samson reply is contrary to everything from the Cordage Institute and every other reliable engineering source on depreciating the strength of rope.
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