This paper demonstrates a new two-way coupling method in ionic wind and fluid flow interactions, highlighting implications for electro-precipitators.
This contribution focuses on the modeling of ionic wind generated by a stationary corona discharge within a steady imposed external flow. The electro-drift velocity of unipolar charges in air is generally of few hundred meter per second, whereas ionic wind flow velocity is of the order of few meter per second. For this reason, the influence of fluid advection is generally neglected in this context resulting in a one-way coupling of the charges influence onto the flow, driven by Coulomb forces. Nevertheless when considering an adverse fluid velocity larger than 10 m/s, this approximation fails and a two-way coupling arises between charges’ drift and fluid flow, which is more difficult to address numerically. Developing over previous asymptotic multi-scaled two-domain approach we hereby propose a new perturbative two-way coupling method based upon the nondimensional number Mc, which is the ratio between the macroscopic electrically induced ionic wind velocity to the microscopic drift velocity of charges. This approach predicts a near-linear dependence of the current with velocity which is successfully compared with recent experimental measurements. Furthermore, it is shown and illustrated in various configuration how the electric fields lines are deformed by the external flow, leading to a significant shrinkage of collected charges region with increasing external velocity. The relevance of these findings for electro-precipitators are discussed.
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Marques et al. (2025) studied this question.
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