摘要
利用电磁场作用于电介质溶液的Lorentz力可以控制溶液的流动.对置于弱电介质溶液中,包覆电磁场激活板的圆柱周围的绕流进行数值研究,讨论了电磁场激活板的安装位置,激活方式等对圆柱尾迹的影响.
It is possible to control the flow in the electrolyte solution by Lorentz force generated by the suitably chosen magnetic and electric fields. Based on the vorticity/stream function formulation of the Navier-Stokes equations considering the electro-magnetic body force, i.e. Lorentz force, in the exponential-polar coordinates, the numerical investigations on the wake of a cylinder, covered with electro-magnetic actuators, in weak electrolyte solution in Re=150 were performed by means of an Alternative-Direction Implicit algorithm for the vorticity transport equation and a Fast Fourier Transform algorithm for the stream function equation with the accuracy of second order in space and first order in time.The interaction parameter N is defined as the ratio of the electro-magnetic force to the inertia force. The control of cylinder wake by actuators with the constant N is called open loop control. It has been shown from the calculated results in this case, that the efficiency of the localized Lorentz force in controlling the flow is similar to that of the Lorentz force distributed over the whole surface. The vortex shedding will completely disappears, when the actuators only are set on areas centered around separation points in the rear surface of the cylinder.The interaction parameter N can be varied with some partial flow information on the cylinder surface in the control procedures, called closed loop control. For example, N can be modified to make either zero pressure drag, CP_(d) = 0, or zero total drag, C_(d) = 0. According to calculated results, the closed loop control strategy has a significant effect on the control of a cylinder wake. The values of N oscillates at the beginning stage and then tends to steady.It is obvious that closed and localized open loop electro-magnetic control not only are able to manipulate wake flow, but also offer the advantage of requiring a significantly reduced amount of control power.
出处
《力学学报》
EI
CSCD
北大核心
2002年第6期978-983,共6页
Chinese Journal of Theoretical and Applied Mechanics
