2023
DOI: 10.1039/d3sm00155e
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Reply to the ‘Comment on “Simulations of ionization equilibria in weak polyelectrolyte solutions and gels”’ by J. Landsgesell, L. Nová, O. Rud, F. Uhlík, D. Sean, P. Hebbeker, C. Holm and P. Košovan, Soft Matter, 2019, 15, 1155–1185

Abstract: A defence and further discussions are provided for a recent review on simulations of ionization equilibria which address in detail the three main points made in the Comment.

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Cited by 4 publications
(4 citation statements)
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“…Furthermore, this “neutralizer” ion should not be confused with explicit or ions since the concentration of neutralizer ions does not necessarily correspond with the one corresponding to the pH-value. In addition, one needs to correct Equation ( 64 ) by the excess chemical potential of the neutralizer ion [ 164 , 165 ]. Otherwise, one obtains deviations that are asymmetric depending whether a cation or an anion is used as neutralizer ion.…”
Section: Computer Simulations Of Weak Polyelectrolytes At Constant Phmentioning
confidence: 99%
See 1 more Smart Citation
“…Furthermore, this “neutralizer” ion should not be confused with explicit or ions since the concentration of neutralizer ions does not necessarily correspond with the one corresponding to the pH-value. In addition, one needs to correct Equation ( 64 ) by the excess chemical potential of the neutralizer ion [ 164 , 165 ]. Otherwise, one obtains deviations that are asymmetric depending whether a cation or an anion is used as neutralizer ion.…”
Section: Computer Simulations Of Weak Polyelectrolytes At Constant Phmentioning
confidence: 99%
“…Examples of such systems are weak polyelecrolyte hydrogels [ 169 , 170 ], coacervates of weak polyelectrolytes [ 279 , 280 , 281 , 282 , 283 ] and concentrated solutions of proteins under ultrafiltration–diafiltration processes [ 236 ]. In such systems, CR is coupled with the Donnan potential generated between the two phases producing a complicated feedback loop [ 38 , 165 ]. Recent advances in simulation techniques permitting to model those systems, such as the Grand-Reaction ensemble method, open exciting new possibilities [ 38 , 166 ].…”
Section: Outlooksmentioning
confidence: 99%
“…Within the mean-field picture, the degree of ionization, α, can be described by the Henderson–Hasselbalch equation, augmented by an additional electrostatic term normalpH normalp K normalA = log 10 nobreak0em.25em⁡ 1 α α + z e ψ k normalB T nobreak0em0.25em⁡ ln 10 where e is the elementary charge, z = ±1 is the valency of the ionized group, and ψ is the local electrostatic potential. In the absence of interactions (ideal gas limit), ψ = 0; therefore, 50% of the groups in the molecules are ionized (α = 0.5) at pH = p K A .…”
Section: Introductionmentioning
confidence: 99%
“…The shift of the effective p K A then follows as p K A eff = p K A + ( zeψ )/( k B T ln10). 52 In our previous studies, 54 59 the above mechanism of shifting the effective p K A has been termed the polyelectrolyte effect . The latter has been contrasted with the Donnan effect , caused by uneven partitioning of H + ions between different phases in two-phase systems, resulting in different pH values in these two phases.…”
Section: Introductionmentioning
confidence: 99%