A numerical and experimental study on a high efficiency cyclone dust separator for high temperature and pressurized environments

A numerical and experimental study has been made for the development of high efficiency cyclone dust separator applicable to the extreme environments of high pressure of 6 bar and temperature up to 400 °C. The main objective of this study is to develop a handy and reliable computer program and thereby to figure out the physical mechanism of dust collection for high temperature and pressure condition. The program is developed using Patankar’s SIMPLE method for the application of 2-D axi-symmetric flow field. The two-equation turbulence k– ε model is employed for the resolution of Reynolds stresses. Further the particle trajectory calculation is made by the incorporation of drag, centrifugal and coriolis force in a Lagrangian frame. The calculated results predict well the general trend and its magnitude of the experimentally measured pressure drop with the condition of increased pressure and temperature as a function of flow rate. Further, experiment shows that the increase of pressure and temperature generally affect significantly the collection efficiency of fine particle less than 10 μm but the effect of pressure and temperature appears contrary each other. That is, the increase of pressure increases the collection efficiency, while the increase of the temperature results in the decrease of the efficiency over a certain range of flow rate. This is explained well by the variation of the gaseous density and viscosity effect on the drag force and also confirmed successfully by the result of numerical calculation. Therefore the decrease of fractional collection efficiency caused by the high operating temperature can be remedied by the increase of operating pressure. In order to investigate in more detail the effect of extreme condition on the physics of collection efficiency, a series of parametric numerical investigations are performed in terms of major cyclone design or operational parameters such as tangential velocity and vortex finder length, etc. As expected, tangential velocity plays the most important effect on the particle collection even for the elevated temperature and pressure condition. But there is no remarkable difference noted between reference and extreme condition. And the length of vortex finder has relatively insignificant effect on collection characteristics but the diameter of vortex finder plays an important role for the enhancement of collection efficiency. The incorporation of a proper turbulence model of the nonlinear term appeared b