part-time employee, professor of the “Computer systems and networks” department
Academic degree
Ph.D.
Academic title
professor
Education
higher
Dnipropetrovsk State University, year of graduation – 1978, specialty by diploma – “Automatic control systems”, qualification by diploma – “electromechanical engineer”
Subjects taught
Optimal control systems
Main languages of communication
Ukrainian
Dissertations
Candidate's thesis: "Synthesis and analysis of control algorithms for magnetic systems of orientation and stabilization of space microplatforms", year of defense - 1999, Kharkiv State Technical University of Radio Electronics, Kharkiv
Doctoral dissertation: "Mathematical models and methods of construction of laws for the control of the orientation of space vehicles for remote sensing of the earth", year of defense - 2020, Institute of Cybernetics named after V.M. Hlushkova, Kyiv
Efimenko N.V. Determining the quaternion orientation of the spacecraft by vector measurements taken at the same instant of time // Problems of upravleniya i informatics. - 2016. - No. 2. - P. 159–169.
Efimenko N.V. Synthesis of the time-optimal spatial reversal of the spacecraft using the dynamic equation of the rotational motion of a rigid body in the Rodrigo-Hamilton parameters // Control problems and computer science. - 2017. - No. 3. - P. 109–128.
Efimenko N.V. Mathematical model of the angular motion of the spacecraft in Rodryg-Hamilton parameters and its properties // Electronic modeling. - 2018. - Vol. 4. - No. 6. - P. 21–36.
Efimenko N.V., Lutsenko N.V. Determining the parameters of the rotational movement of the spacecraft based on the information of the star sensor using the dynamic equation in the Rodrigo-Hamilton parameters // Problems of control and informatics. – 2018. – No. 6. – P. 95–102.
Efimenko N.V. Mathematical model of the angular motion of a rigid body in the Rodrigo-Hamilton parameters and its use in the tasks of controlling the orientation of a spacecraft // Mathematical and computer modeling. Series: Technical sciences. – 2018. – Issue 18. – P. 48–65.
Yefimenko M.V. Solving the problems of controlling the movement of a point on a sphere // Cyb. and comp. Eng. – 2019. – No. 1 (195). – P. 36–48.
Efimenko N.V. Explicit algorithms for tuning force gyroscopic complexes of multiple schemes in the tasks of controlling the orientation of a spacecraft // Space science and technology. -2019. -t. 25. - No. 1. -S. 27–37.
