The paper presents a method for mathematically modeling a complex nonlinear physical system using classical harmonic system analysis within the physical concept of action at a distance. The system consists of two mutually repulsive trivial subsystems, each consisting of charged material point. These particles, when repelled, experience radiative friction due to energy loss through radiation. The presented calculation results confirm the viability of the proposed approach.
systems analysis, information processing, complex system, harmonic analysis, Fourier series, repulsion model, action at a distance, radiative friction, charged material point, point charges
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