Engineering Physics Annotation << Back THE THEORY DETERMINISTIC CHAOS IN THE SYSTEM N INTERACTING COMPLANAR PENDULUM S.O. GLADKOV, S.B. BOGDANOVA The ensemble of N complanar interacting p endulum is considered and the general dynamic system of N non-linear differential equations describing their chaotic behavior is received. The solution of this system of equations is analyzed, and its numerical solution is given for two individual cases N = 3 and N = 4. It is shown the principle possibility of absence of a synchronization effect in case if N > 2, which is observed experimentally. Dynamic equations are obtained due to the accounting of only two physical factors: the effect of electromagnetic interaction between them and the accounting of EM radiation, leading to braking nonlinear attenuation. Key words: Electromagnetic interaction, radiation, dynamic equations, chaotic motion. DOI: 10.25791/infizik.03.2019.561 Contacts: E-mail: sglad51@mail.ru Pp. 09-21.