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Biography

Biography: Ryspek Usubamatov

Abstract

Statement of the Problem: Scientists study gyroscopic effects without success for over 300 years. Only famous L. Euler derived a mathematical model for the precession torque that does not explain other gyroscopic effects. Recent studies demonstrated; the physics of gyroscopic effects are more sophisticated than contemplated by researchers. Methodology & Theoretical Orientation: The external torque acting on the spinning objects generates the system of inertial torques with the feedback system and interrelated motions around axes presented in the coordinate system (Fig. 1)) where the external torque (bold line), the inertial torques (thin line), and the angular velocities of the disc (contour line). The action of the torques and interrelated motions of the spinning disc was defined by the method of causal investigatory dependency. Findings: The inertial torques acting around axes are produced by four centrifugal and two Coriolis forces and the two changes in the angular momentum are generated by the rotating mass of the spinning disc. The action of the inertial torques generates interrelated motions of the spinning disc around axes. Conclusion & Significance: The system of torques and interrelated motions of the spinning disc around axes make up the fundamental principles of the theory of gyroscopic effects for rotating objects based on the mechanical energy conservation law. These fundamental principles open a new chapter in the dynamics of rotating objects in classical mechanics that should be presented in all publications of physics mechanics.