Abstract:Weak ampholytes are ubiquitous in nature and commonly found in artificial pH-responsive systems. However, our limited understanding of their charge regulation and the lack of predictive capabilities hinder the bottom-up...
“…Furthermore, the simulated curves in Figure 3 are not only shifted with respect to the ideal curves but also have different slopes, which cannot be described by using pK a eff as the only parameter. These observations are consistent with previous simulation studies on peptides 26,27 and weak ampholytes, 51,52 where it has been shown that this is caused by electrostatic attraction to the oppositely charged groups nearby. Because the pK a values of these acid and base groups differ by more than 3 units, the response of each of them to changes in the pH is characterized by a clearly distinguished inflection point on the dependence of the net charge on the pH (cf.…”
Section: Synthesis Of Poly(2-(imidazol-1-yl)acrylic Acid) (Pimaa)supporting
confidence: 93%
“…40,41 A posteriori, we verified the validity of this assumption by comparing with experimental measurements. Similar coarse-grained models are common in polymer science and have been used in our previous publications to model polyelectrolytes, 42−46 short peptides, 26,27,41 and disordered proteins. 47 The intrinsic pK a values of each acidic and basic group on the monomeric units of the polyzwitterions are the key input parameters of our simulations.…”
Section: Synthesis Of Poly(2-(imidazol-1-yl)acrylic Acid) (Pimaa)mentioning
We synthesized three different polyzwitterions� poly(N,N-diallyl glutamate) (PDAGA), poly(dehydroalanine) (PDha), and poly(2-(imidazol-1-yl)acrylic acid) (PImAA)�and investigated how their ionization states respond to changes in solution pH. We used molecular simulations to determine how the net charge per monomer and the ionization states of individual acidic and basic groups differ from the ideal (Henderson− Hasselbalch) behavior. To complement the theoretical predictions, we performed potentiometric titrations and zeta-potential measurements of all studied polyzwitterions. By comparing these experiments with theoretical predictions, we could show that molecular simulations can predict and explain the origin of the differences between the effective and bare pK a values of individual titratable groups. Furthermore, we have shown that it is not possible to obtain these effective pK a values directly from the equivalence point recognition criterion (ERC), commonly used in potentiometric titrations. However, the effective pK a values can be reliably obtained by calculating the net charge per monomer from the potentiometric titration curves and validating these results against theoretical predictions. The approach we propose works reliably for polyzwitterions in which the ionization response is dominated by electrostatic interactions, such as PDAGA or PDha; however, it fails if other specific interactions contribute significantly, such as in the case of PImAA.
“…Furthermore, the simulated curves in Figure 3 are not only shifted with respect to the ideal curves but also have different slopes, which cannot be described by using pK a eff as the only parameter. These observations are consistent with previous simulation studies on peptides 26,27 and weak ampholytes, 51,52 where it has been shown that this is caused by electrostatic attraction to the oppositely charged groups nearby. Because the pK a values of these acid and base groups differ by more than 3 units, the response of each of them to changes in the pH is characterized by a clearly distinguished inflection point on the dependence of the net charge on the pH (cf.…”
Section: Synthesis Of Poly(2-(imidazol-1-yl)acrylic Acid) (Pimaa)supporting
confidence: 93%
“…40,41 A posteriori, we verified the validity of this assumption by comparing with experimental measurements. Similar coarse-grained models are common in polymer science and have been used in our previous publications to model polyelectrolytes, 42−46 short peptides, 26,27,41 and disordered proteins. 47 The intrinsic pK a values of each acidic and basic group on the monomeric units of the polyzwitterions are the key input parameters of our simulations.…”
Section: Synthesis Of Poly(2-(imidazol-1-yl)acrylic Acid) (Pimaa)mentioning
We synthesized three different polyzwitterions� poly(N,N-diallyl glutamate) (PDAGA), poly(dehydroalanine) (PDha), and poly(2-(imidazol-1-yl)acrylic acid) (PImAA)�and investigated how their ionization states respond to changes in solution pH. We used molecular simulations to determine how the net charge per monomer and the ionization states of individual acidic and basic groups differ from the ideal (Henderson− Hasselbalch) behavior. To complement the theoretical predictions, we performed potentiometric titrations and zeta-potential measurements of all studied polyzwitterions. By comparing these experiments with theoretical predictions, we could show that molecular simulations can predict and explain the origin of the differences between the effective and bare pK a values of individual titratable groups. Furthermore, we have shown that it is not possible to obtain these effective pK a values directly from the equivalence point recognition criterion (ERC), commonly used in potentiometric titrations. However, the effective pK a values can be reliably obtained by calculating the net charge per monomer from the potentiometric titration curves and validating these results against theoretical predictions. The approach we propose works reliably for polyzwitterions in which the ionization response is dominated by electrostatic interactions, such as PDAGA or PDha; however, it fails if other specific interactions contribute significantly, such as in the case of PImAA.
“…In an apparent contradiction with nonideal ionization of weak polyelectrolytes, pH-induced gelation and coacervation seem to be well described by the ideal Henderson–Hasselbalch equation. Experiments and simulation studies of weak polyelectrolytes containing both cationic and anionic groupsblock polyelectrolytes and polyampholytes , have shown that their degree of ionization in dilute solutions substantially differs from the value calculated from eq . In contrast with that, experimental evidence suggests that the Henderson–Hasselbalch equation reasonably describes the ionization of weak polyelectrolytes in coacervate domains.…”
Mixing
of oppositely charged macromolecules can, under certain
conditions, lead to the formation of electrostatically cross-linked
coacervate gels. In this simulation study, we determine the conditions
under which equimolar mixtures of oppositely charged monodisperse
four-armed star copolymers with charged end-blocks are able to form
such coacervate gels. The cationic charged blocks consist of quenched
charges, whereas the anionic blocks contain pH-responsive weak acid
groups. We used the Grand-reaction method to determine the phase stability,
equilibrium composition, and structural properties of these systems
in equilibrium with a supernatant solution at various pH levels and
salt concentrations. Depending on the pH and hence on the charge state
of the polyanion blocks, we observed the emergence of three regimes:
a solution, a sol of isolated star clusters, and a gelpercolating
network of stars. Moreover, we demonstrate that the charge state of
the stars in the gel phase can be well described by the ideal Henderson–Hasselbalch
(HH) equation, despite the presence of strong interactions violating
ideality. We can backtrace this surprising result to two deviations
from the ideal titration behavior that almost quantitatively cancel
each other. This observation explains why various experiments on coacervate
gels can be well described by the HH equation, even though the basic
assumptions of ideality are clearly violated.
“…This last simplification was validated a posteriori by agreement between the trends observed in simulations and in experiments, suggesting that the neglected interactions are not dominant in the studied system. Similar coarse-grained models are ubiquitous in polymer science and have been used in our previous publications to model short peptides , or disordered proteins …”
Section: Materials
and Methodsmentioning
confidence: 96%
“…This last simplification was validated a posteriori by agreement between the trends observed in simulations and in experiments, suggesting that the neglected interactions are not dominant in the studied system. Similar coarse-grained models are ubiquitous in polymer science and have been used in our previous publications to model short peptides 28,29 or disordered proteins. 30 The simulation box length was chosen such that one hyperbranched polymer in the simulation box corresponds to c glyc = 1.5 mg/mL, assuming that one bead corresponds to one glucose unit of glycogen.…”
We developed acid-functionalized glycogen conjugates as supramolecular carriers for efficient encapsulation and inhibition of a model cationic peptide melittin�the main component of honeybee venom. For this purpose, we synthesized and characterized a set of glycogens, functionalized to various degrees by several different acid groups. These conjugates encapsulate melittin up to a certain threshold amount, beyond which they precipitate. Computer simulations showed that sufficiently functionalized conjugates electrostatically attract melittin, resulting in its efficient encapsulation in a broad pH range around the physiological pH. Hemolytic assays confirmed in vitro that the effective inhibition of melittin's hemolytic activity occurs for highly functionalized samples, whereas no inhibition is observed when using low-functionalized conjugates. It can be concluded that functional glycogens are promising carriers for cationic molecular cargos or antidotes against animal venoms under conditions, in which suitable properties such as biodegradability and biocompatibility are crucial.
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