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New insights into prediction of weak ?-? complex association through proton-nuclear magnetic resonance analysis.


ABSTRACT: For analysis of weak ?-? complexes proton-nuclear magnetic resonance (proton-NMR) simultaneously provides information of stacking configurations and association constants [Formula: see text] However, an apparent issue for this approach is inconsistent/impossible constant estimation which often leads to unreasonable interpretation for ?-? complexation. Whether or not this proton-dependent constant variation could be attributed to simple experimental uncertainties or to more sophisticated additional unspecific shielding effects (AUS effects) was addressed by means of hypothesis tests using a robust bootstrap technique in this report. Our analysis shows the significance of AUS effects on such variation in constant estimation. A following study using numeric simulation further reveals the variation patterns induced by AUS effects and concludes that the largest [Formula: see text] among the obtained [Formula: see text] estimates of a complex is considered as the best estimate of [Formula: see text] due to minimum deviation from the true value of K and the multiple [Formula: see text] estimates of a ?-? complex could provide preferable inferences for complex geometries.

SUBMITTER: Lin C 

PROVIDER: S-EPMC7602360 | biostudies-literature | 2020 Oct

REPOSITORIES: biostudies-literature

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New insights into prediction of weak π-π complex association through proton-nuclear magnetic resonance analysis.

Lin Chenyu C   Skufca Joseph J   Partch Richard E RE  

BMC chemistry 20201030 1


For analysis of weak π-π complexes proton-nuclear magnetic resonance (proton-NMR) simultaneously provides information of stacking configurations and association constants [Formula: see text] However, an apparent issue for this approach is inconsistent/impossible constant estimation which often leads to unreasonable interpretation for π-π complexation. Whether or not this proton-dependent constant variation could be attributed to simple experimental uncertainties or to more sophisticated addition  ...[more]

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