To Experimental Imitations of Evolutional Scenarios in Local Climate Dynamics

The paper is devoted to one of directions of scalable physical experiments, where it is supposed that there is a mathematical model in the form of a dynamical system to describe conceptually the physical phenomena which are surely observed but beyond-the-limits outlined by the traditional theories. In particular, we focus on the phenomenon of the interannual temperature variability in local climate dynamics known over the period of meteorological observations, and make studies with the assumption that this phenomenon is excused by the regularities which are typical for the specific dynamical system with a variable structure. Namely, we consider so-called HDS-hypothesis, in accordance to which this variability follows from the competing amplitude quantization (limited by the temperature Hysteresis) and time quantization (the Double Synchronization); and this specific is described by the mathematical model of the hysteresis regulator with double synchronization (so-called HDS-model). So, the experimental setup of this hysteresis regulator is used to generate the scalable data on regularities and evolution scenarios which are typical and potential for the analyzed dynamics. The presented results demonstrate novel experimentally verified facts about HDS-dynamics taking into account the context of the discussion on the physical basis of local climate dynamics that seems to be interesting for scientists in this field.