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Electrostatic potential between surfaces bearing ionizable groups in ionic equilibrium with physiologic saline solution.
The generation of large-scale zonal flows by small-scale electrostatic drift waves in electron temperature gradient driven turbulence model is considered.
It was found that the grain charge can vary significantly during the expansion because of the rapid change of the electrostatic potential.
In a plasma with negatively charged dust, electrostatic dust cyclotron waves can be driven unstable by ions drifting along the magnetic field.
We note that the pressure force can compete with the electrostatic force in the earlier stages of the self-similar expansion.
The scalar potential in the continuity and momentum equations is taken as the linear combination of the electrostatic and self-gravitational potential.
A nonlinear dispersion relation, which describes the nonlinear electrostatic and thermal convective cells, is obtained.
This result suggests that contrary to what we expected, the existence of abatement equipment such as filters, electrostatic precipitators.
The microscopic expression for the self-consistent electrostatic potential has been derived.
The assumption of the presence of a background electrostatic potential with a radial dependence was based on observations of high confinement plasmas.
Accordingly, strictly perpendicularly propagating electrostatic waves cannot accelerate particles, because no resonant particles exist.
In this paper, the steady periodic electrostatic wave in a weak perpendicular magnetic field is considered within the framework of kinetic theory.
The results reveal that the spatial patterns of the electrostatic solitary wave are significantly modified by the presence of positrons.
They also had little adoption of electrostatic sprayers (which help sprays reach their target and avoid drift).
From this model two coupled differential equations for the parallel ion velocity and the perturbed electrostatic potential were derived.
