Linear-graph Modeling of a Social System Using Multi-agent Mechatronics

Abstract

The present paper concerns linear graphs, multi-agent systems, Mechatronics, and social systems. Specifically, the paper focuses on developing a linear graph-based multi-agent, mechatronic model for a social system. Even though linear graphs have been used in the analytical modeling of engineering systems, their use in modeling social systems is found to be innovative. Generally, a linear-graph model may be used for many purposes including computer simulation, system design, optimization, control, and malfunction diagnosis and repair. The paper will first discuss the relevance of multi-agent systems and mechatronic concepts in the present goal connected to social systems. In particular, it indicates the analogy of mechatronic concepts and the concepts of equity, diversity, and inclusion (EDI) of a social system. This analogy relates EDI to optimal or unique outcome, unified methodology, and integrated treatment in a general mechatronic system. Linear graphs (LGs) use lines to represent system elements, and the interconnection of these lines (branches) will generate the system model, in a graphic form. In this manner, an LG will provide a graphical representation of the true physical structure of the modeled system, allowing visualization of the system structure. Furthermore, LGs facilitate an integrated treatment, where all physical domains are represented in a single LG. Besides, LGs facilitate a unified treatment, where analogous methodology is used for different physical domains, which is a significant advantage in model development. In this manner, through the present analogy, the present paper indicates how a linear-graph model can be developed for a social system.