Aqueous
droplets in atmospheric and electrosprayed aerosols are
charged due to presence of multiple ionic species. We examine the
ion spatial distribution and the surface electric field in aqueous
charged nanodrops by using atomistic modeling and analytical theory.
We find that in nanoscopic liquid drops the concentration of simple
ions is higher in the outer droplet shells, reduces gradually toward
the drop center, and dies-off toward the vapor–droplet interface.
The behavior of the ion spatial distribution is supported by a general
analytical theory that takes into account a fluctuating droplet interface,
an effective screening length of the charges and the finite size of
a solvated ion. We compute the electric potential and the electric
field near the droplet surface using a multipole expansion. We emphasize
the significance of the fluctuations of the normal component of the
electric field in ion evaporation via the Born model. In the presence
of a highly charged peptide, we find that the peptide is situated
mainly in the droplet interior and occasionally near the droplet surface.
The simple ions are mainly near the droplet surface. The study provides
insight into droplet chemistry and electrospray ionization mass spectrometry
findings.
Charged
droplets have been associated with distinct chemical reactivity.
It is assumed that the composition of the surface layer plays a critical
role in enhancing the reaction rates in the droplets relative to their
bulk solution counterparts. We use atomistic modeling to relate the
localization of ions in the surface layer to their ejection propensity.
We find that ion ejection takes place via a two-stage process. First,
a conical protrusion emerges as a result of a global droplet deformation
that is insensitive to the locations of the single ions. The ions
are subsequently ejected as they enter the conical regions. The study
provides mechanistic insight into the ion-evaporation mechanism, which
can be used to revise the commonly used ion-evaporation models. We
argue that atomistic molecular dynamics simulations of minute nanodrops
do not sufficiently distinguish the ion-evaporation mechanism from
a Rayleigh fission. We explain mass spectrometry data on the charge
state of small globular proteins and the existence of supercharged
droplet states that have been detected in experiments.
Charged droplets play a central role in native mass spectrometry, atmospheric aerosols and in serving as micro-reactors for accelerating chemical reactions. The surface excess charge layer (SECL) in droplets has often been associated with distinct chemistry. Using molecular simulations for droplets with Na+ and Cl-ions we have found that this layer is ≈ 1.5−1.7 nm thick and depending on the droplet size it includes 33%-55% of
Droplets in atmospheric and electrosprayed aerosols carry more often than less, a multitude of ions. We address the question of the location of a collection of ions in charged aqueous droplets with linear dimensions in the nanometer<br>range using atomistic molecular dynamics and analytical theory. All the details of the computations have been described in the manuscript.<br>
The interaction between water and ions within droplets plays a key role in the chemical reactivity of atmospheric and man-made aerosols. Here we report direct computational evidence that in supercooled aqueous nanodroplets a lower density core of tetrahedrally coordinated water expels the cosmotropic ions to the denser and more disordered subsurface. In contrast, at room temperature, depending on the nature of the ion, the radial distribution in the droplet core is nearly uniform or elevated toward the center. We analyze the spatial distribution of a single ion in terms of a reference electrostatic model. The energy of the system in the analytical model is expressed as the sum of the electrostatic and surface energy of a deformable droplet. The model predicts that the ion is subject to a harmonic potential centered at the droplet's center of mass. We name this effect "electrostatic confinement". The model's predictions are consistent with the simulation findings for a single ion at room temperature but not at supercooling. We anticipate this study to be the starting point for investigating the structure of supercooled (electro)sprayed droplets that are used to preserve the conformations of macromolecules originating from the bulk solution.
The
ion evaporation mechanism (IEM) is perceived to be a major
pathway for disintegration of multi-ion charged droplets found in
atmospheric and sprayed aerosols. However, the precise mechanism of
IEM and the effect of the nature of the ions in the emitted cluster
size distribution have not yet been established despite its broad
use in mass spectrometry and atmospheric chemistry over the past half
century. Here, we present a systematic study of the emitted ion cluster
distribution in relation to their spatial distribution in the parent
droplet using atomistic modeling. It is found that in the parent droplet,
multiple kosmotropic and weakly polarizable chaotropic ions (Cs+) are buried deeper within the droplet than polarizable chaotropic
ions (Cl–, I–). This differentiation
in the ion location is only captured by a polarizable model. It is
demonstrated that the emitted cluster size distribution is determined
by dynamic conical deformations and not by the equilibrium ion depth
within the parent droplet as the IEM models assume. Critical factors
that determine the cluster size distribution such as the charge sign
asymmetry that have not been considered in models and in experiments
are presented. We argue that the existing IEM analytical models do
not establish a clear difference between IEM and Rayleigh fission.
We propose a shift in the existing view for IEM from the equilibrium
properties of the parent droplet to the chemistry in the conical shape
fluctuations that serve as the centers for ion emission. Consequently,
chemistry in the conical fluctuations may also be a key element to
explain charge states of macromolecules in mass spectrometry and may
have potential applications in catalysis due to the electric field
in the conical region.
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