When the Darrieus rotor rotates, a force is generated that is akin to the Magnus force: perpendicular to the oncoming flow velocity. In this study, it is calculated based on a quasi-static model of the aerodynamic action and compared with a similar force acting on the Savonius rotor. This force allows the Darrieus rotor to be used as an element of a wind power plant operating based on the Magnus effect. The mathematical model of such a wind turbine with a horizontal shaft and two rotating blades in the form of Darrieus rotors is presented in the form of a fifth-order dynamic system. The parameter that characterizes the useful external electrical load in the local circuit of the electric generator of the plant acts as the gain of the control action in the model. As a result of the analysis, it is found that a wind turbine can have at least three types of operating modes. Two of them are characterized by the synchronization of the average angular velocities of the Darrieus rotors; in the general case, the average rotation speed of the central shaft is incommensurable with them. In the third type of modes, the proper rotation speeds of Darrieus rotors are incommensurable. The problem of choosing a control that provides the maximum value of mechanical power in the operating mode of the wind turbine is solved.