Webpresents a variational formulation of the optimal control prob-lem and methods to solve it. Finally, in Section IV an example device is used to demonstrate the computational gains from using a projected gradient method. Control feasibility and the improvement that optimal active control delivers over optimal latching control is also presented. WebFeb 24, 2009 · Sinusoidal incident waves of amplitudes up to 3 m and period in the range of 6 s to 12 s are considered, when the sphere radius is 5 m. Optimum reactive control, …
Comparison of Control Strategies for Wave Energy Converters …
Webreleased at a favorable time. In [4] an optimal sequence of latching/unlatching commands is computed to maximize extracted energy in a simplified model. Since then, optimal latching control has been widely applied to single DOFs devices [2], [5]–[7] as well as WECs with multiple DOF [6], [8], [9]. However, the effectiveness of latching ... WebA weak modelling is used to describe latching control prior to applying the optimal command theory. These methods are applied to two different WECs. The first one is a generic one degree of freedom wave energy converter, an heaving buoy, and the second one is the four degrees of freedom wave energy converter called SEAREV. cs3 mit computer verbinden
References - Hydrodynamic Control of Wave Energy Devices
WebJan 27, 2024 · To perform on-line optimal control, a force control has acted as a controller and TD coefficients are tuned at a proper rate significantly after specific number of episodes. The power of suggested TD methods is compared to PGM, IPOPT and with other learning control strategies. WebMay 15, 2024 · Besides, the optimal phase condition just is partially fulfilled in the latching control. Thus, latching control is often called the sub-optimal control [10, 14]. For satisfying the full phase control, the WECs must have the ability to regulate the internal dynamic parameters such as the elastic coefficient, the wet surface area or the inertia ... WebSep 1, 2010 · The principle of latching control principle is to lock the motion of the body when its velocity vanishes at the end of one oscillation, and waiting (over a time that has to be Tsim = Tsim (11) where Tsim is the dimensional simulation duration defined by the user and g the gravitational constant. dynamite road service ina il