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Author: Oleh Chernysh

  • MATHEMATICAL MODELLING OF TECHNOLOGICAL PROCESSES AND SYSTEMS

    Reliability Criteria for the Working Elements of Robotic Systems

    • Oleh Chernysh
    Mathematical Modeling, Vol. 9 (2025), Issue 2, pg(s) 66-67
    • Abstract
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    The article presents the rationale for an algorithm describing the interaction of random peak load parameters and strength parameters used in defining the reliability criteria for the working elements of robotic systems. The assessment method is founded upon finding the probability of attaining a dangerous state during the realization of an extreme random process within the calculated operational time interval. To facilitate this analysis, the random parameters of the load and the strength of the machine’s working element are represented as functional dependencies of the generalized load and generalized strength on time.

  • MECHANIZATION IN AGRICULTURE

    Determination of Resonance Parameters for Vibratory Machine Drives with Inertial and Kinematic Excitation

    • Oleh Chernysh
    Mechanization in agriculture & Conserving of the resources, Vol. 69 (2025), Issue 4, pg(s) 101-103
    • Abstract
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    This article presents the general solution to the differential equations of motion for vibratory drives with both inertial and kinematic excitation in the first approximation during the passage through the resonance zone. Expressions for the maximum resonant amplitudes and the corresponding values of the phase and frequency were determined. An analysis of the resulting expressions is provided for the characteristic periods of acceleration and deceleration. The necessity of utilizing coupled dynamic models is underscored by the inherent instability observed in traditional simplified systems when operating beyond the natural frequency.

  • MACHINES

    Analytical Studies of the Positioning of the End-Effector of a Manipulator Robotic System

    • Oleh Chernysh
    Machines. Technologies. Materials., Vol. 19 (2025), Issue 11, pg(s) 428-429
    • Abstract
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    The article presents an algorithm for solving the forward kinematics problem for a multi-link manipulator robotic system model based on the matrix method of attached coordinates.

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