Mao Ouyang, Keita Tokuda, Shunji Kotsuki
Nonlinear Processes in Geophysics 30(2) 183-193 2023年6月22日 査読有り筆頭著者責任著者
Abstract. Controlling weather is an outstanding and pioneering challenge for researchers around the world, due to the chaotic features of the complexatmosphere. A control simulation experiment (CSE) on the Lorenz-63 model, which consists of positive and negative regimes represented by the statesof variable x, demonstrated that the variables can be controlled to stay in the target regime by adding perturbations with a constant magnitude toan independent model run (Miyoshi and Sun, 2022). The current study tries to reduce the input manipulation of the CSE, including the total controltimes and magnitudes of perturbations, by investigating how controls affect the instability of systems. For that purpose, we first explored theinstability properties of Lorenz-63 models without and under control. Experiments show that the maximum growth rate of the singular vector (SV) reduceswhen the variable x was controlled in the target regime. Subsequently, this research proposes to update the magnitude of perturbationsadaptively based on the maximum growth rate of SV; consequently, the times to control will also change. The proposed method successfully reducesaround 40 % of total control times and around 20 % of total magnitudes of perturbations compared to the case with a constant magnitude.Results of this research suggest that investigating the impacts of control on instability would be beneficial for designing methods to control thecomplex atmosphere with feasible manipulations.