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1 indicator pKa (the negative logarithm of the acid dissociation constant).
2 d based on selected reduction potentials and acid dissociation constants.
3 lationships between reduction potentials and acid dissociation constants are presented to model n=1 a
4 ynamic quantities of ionization reaction for acid dissociation constants as a function of temperature
5 LC peak retention time-based method, the two acid dissociation constants associated with the carboxyl
7 to simultaneously measure the difference in acid dissociation constants (delta pKa) of two or more c
11 ized nucleophiles (pKa < 25, where Ka is the acid dissociation constant) in palladium-catalysed asymm
12 relationship between cofactor efficiency and acid dissociation constants is consistent with a mechani
13 he CPO-II ferryl [pKa > 8.2 (where Ka is the acid dissociation constant)] is attributable to strong e
14 (LAC for short) allows the estimation of the acid dissociation constant Ka(LAC) of diamagnetic transi
16 1.2 pH units higher, respectively, than the acid dissociation constants obtained for the phosphate g
18 om the ferric iron atom in metmyoglobin, the acid dissociation constant of HCN inside the protein (K*
19 We hypothesize that the reduction in the acid dissociation constant of the imidazolium ring resul
22 etermination of residue-specific, side-chain acid dissociation constants of peptides that contain mul
24 ted to increase the pK(a) (where K(a) is the acid dissociation constant) of compound II, an iron(IV)h
29 fected by volume ratios, we use the apparent acid dissociation constant, pK', as a proxy for intersys
30 inally, theoretical results indicate aqueous acid dissociation constant (pKa) values of 1.5 +/- 1 for
31 he deprotonation of carboxyl groups with low acid dissociation constants (pKa) as the main contributo
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