Are Kuhn Lengths Determined by the Number of Bonds?

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Kuhn lengths are not fixed but depend on the number of bonds in a polymer chain. The discussion references a text that suggests specific values for the number of bonds in polyethylene and poly(cis-isoprene) to calculate Kuhn lengths. The formula for Kuhn lengths indicates that they vary based on the chosen number of bonds. This leads to confusion about whether Kuhn lengths can be considered fixed. Ultimately, the conclusion is that while specific values may be used, Kuhn lengths are inherently variable based on the number of bonds.
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Okay so I know that they aren't but this thing i am reading makes it appear that they are fixed.
QUOTE from the text:

"The values of nb(for the statistical segment) chosen in this work are 18 bonds for
polyethylene and 24 bonds (a hexamer) for poly(cisisoprene).
One reason for these choices of nb involves the concept of the Kuhn statistical length, which, for polyethylene is ,12A°and ,9 A° for poly(cis-isoprene)".

So is he trying to say that Kuhn lenghts are fixed?

I don't understand. because kuhn lenghts follow this formula: ,h=nL and <h^2>=nL^2 ...which means it depends on the number of bonds 'n' that we chose to work with in the first place.
 
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well i was wrong they are indeed fixed.
 
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