The Implementation of Poisson Field Analysis Within FLUENT to Model Electrostatic Liquid Spraying
The process of electrostatic liquid spraying involves a combination of hydrodynamics, aerodynamics and electrostatics. Many parameters affect the process such as atomizing air pressure, liquid flow rate, nozzle-to-target distance, droplet size, charge-to-mass ratio, etc. The mechanical portion can be directly modeled with the computational fluid dynamics software, FLUENT. Although this software does not provide a direct solution for the electrostatic field, its user-defined functions can be used to solve the Poisson field by incorporating it into the general scalar transport equations within FLUENT. This enables the calculation of the electrostatic force on the charged droplets. The key to this technique is to find the space charge density for different charging models. An air-assisted electrostatic induction charging spray nozzle was modeled for both flat and spherical targets. Coupling between the airflow phase, the droplet discrete phase and the electrostatic field yields the trajectories of the charged droplets. Parameters such as droplet size, charge-to-mass ratio and nozzle-to-target distance were varied to demonstrate their effects on the motion of the charged droplets. The results show that the spray cloud expands with increased droplet charge-to-mass ratio and nozzle-to-target distance due to increased space charge. Thus they need to be independently controlled in order to increase the transfer efficiency and reduce drift.
Data provided are for informational purposes only. Although carefully collected, accuracy cannot be guaranteed. The impact factor represents a rough estimation of the journal's impact factor and does not reflect the actual current impact factor. Publisher conditions are provided by RoMEO. Differing provisions from the publisher's actual policy or licence agreement may be applicable.