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Dr inż. Marek Balcerzak

Katedra Dynamiki Maszyn - Division of Dynamics
ul. Stefanowskiego 1/15, 90-924 Łódź, Poland
K-13, bud. A22B, p. 411c
e-mail: M Balcerzak

Marek Balcerzak

ORCID: https://orcid.org/0000-0002-2144-6162

Treść (rozbudowana)
Higher Education and Qualifications
  • MSc Eng: 2013, Lodz University of Technology; Faculty of Mechanical Engineering
  • PhD: 2018, Lodz University of Technology; Faculty of Mechanical Engineering
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Research Grants
  • Zastosowanie nowej metody obliczania wykładnika Lapunowa w optymalizacji parametrów układu regulacji, Ministerstwo Nauki i Szkolnictwa Wyższego, 2014-2017, Project No. 0197/DIA/2014/43.
  • Synchronization of Mechanical Systems Coupled through Elastic Structure, Foundation for Polish Science, 2010-2015 (Principal Investigator: T. Kapitaniak, Post-doc: P. Perlikowski ). Project No. TEAM/2010/5/5.
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Publications - Papers
  • 2023
  • Zarychta Sandra, Balcerzak Marek, Denysenko Volodymyr, Stefański Andrzej, Dąbrowski Artur, Lenci S.: Optimization of the closed-loop controller of a discontinuous capsule drive using a neural network. MECCANICA, 2023, vol. 2023. DOI: 10.1007/s11012-023-01639-4.
  • Burzyński Tomasz, Perlikowski Przemysław, Balcerzak Marek, Brzeski Piotr: The effect of propulsion system design on the response of the novel yoke–bell–clapper system with a proportional–integral controller. MECCANICA, 2023, vol. 2023. DOI: 10.1007/s11012-023-01727-5.
  • Dąbrowski Artur, Balcerzak Marek, Zarychta Sandra, Denysenko Volodymyr, Sagan Tomasz,Stefański Andrzej: Investigations of complex systems’ dynamics, based on reduced amount of information: introduction to the method. NONLINEAR DYNAMICS, 2023, vol. 111, p. 16215-16236. DOI: 10.1007/s11071-023-08665-7.
  • Sahaya Tharsis Leo,Balcerzak Marek,Dana Syamal K.,Kapitaniak Tomasz: Transition to hyperchaos and rare large-intensity pulses in Zeeman laser. CHAOS, 2023, vol. 33, DOI: 10.1063/5.0135228.
  • Sahaya Tharsis Leo,Kumarasamy Suresh,Balcerzak Marek,Kapitaniak Tomasz: Different routes to large-intensity pulses in Zeeman laser model. OPTICS EXPRESS, 2023, vol. 31, no 4, p. 487442, DOI: 10.1364/OE.487442.
  • Sahaya Tharsis Leo,Balcerzak Marek,Dana Syamal K.,Kapitaniak Tomasz: Transition to hyperchaos and rare large-intensity pulses in Zeeman laser. CHAOS, 2023, vol. 33, DOI: 10.1063/5.0135228.

 

  • 2022
  • Zarychta Sandra, Sagan Tomasz, Balcerzak Marek, Dąbrowski Artur, Stefański Andrzej, Kapitaniak Tomasz: A novel, Fourier series based method of control optimization and its application to a discontinuous capsule drive model. 2022 INTERNATIONAL JOURNAL OF MECHANICAL SCIENCES, 219, 107104. DOI: https://doi.org/10.1016/j.ijmecsci.2022.107104.
  • Burzyński Tomasz, Perlikowski Przemysław, Balcerzak Marek, Brzeski Piotr: Dynamics loading by swinging bells - Experimental and numerical investigation of the novel yoke–bell–clapper system with variable geometry. 2022 MECHANICAL SYSTEMS AND SIGNAL PROCESSING, 180. DOI: https://doi.org/10.1016/j.ymssp.2022.109429.

 

  • 2021
  • Dabrowski, A.; Sagan, T.; Denysenko, V.; Balcerzak, M.; Zarychta, S.; Stefanski, A.: Alternative methods of the largest Lyapunov exponent estimation with applications to the stability analyses based on the dynamical maps—introduction to the method. 2021 MATERIALS, 14(23), 7197; DOI: https://doi.org/10.3390/ma14237197
  • Kingston Leo, Mishra Arindam, Balcerzak Marek, Kapitaniak Tomasz, Dana Syamal K.: Instabilities in quasiperiodic motion lead to intermittent large-intensity events in Zeeman laser. 2021 PHYSICAL REVIEW E, 104, 034215. DOI: 10.1103/PhysRevE.104.034215.

 

  • 2020
  • Balcerzak Marek, Dąbrowski Artur, Błażejczyk-Okolewska Barbara, Stefański Andrzej: Determining Lyapunov exponents of non-smooth systems: Perturbation vectors approach. 2020 MECHANICAL SYSTEMS AND SIGNAL PROCESSING, 141, 1-24. DOI: 10.1016/j.ymssp.2020.106734.
  • Balcerzak Marek, Sagan Tomasz, Dąbrowski Artur, Stefański Andrzej: Fast and simple Lyapunov Exponents estimation in discontinuous systems. 2020 EUROPEAN PHYSICAL JOURNAL - SPECIAL TOPICS, 229(12), 2167-2181. DOI: 10.1140/epjst/e2020-900275-x.
  • Stefański Andrzej, Pikunov Danylo, Balcerzak Marek, Dąbrowski Artur: Synchronized chaotic swinging of parametrically driven pendulums. 2020 INTERNATIONAL JOURNAL OF MECHANICAL SCIENCES, 173, 105454. DOI: https://doi.org/10.1016/j.ijmecsci.2020.105454.
  • Dąbrowski Artur, Balcerzak Marek, Pikunov Danylo, Stefański Andrzej: Improving efficiency of the largest Lyapunov exponent’s estimation by its determination from the vector field properties. 2020 NONLINEAR DYNAMICS. DOI: 10.1007/s11071-020-05994-9.

 

  • 2019
  • Balcerzak Marek: Friction Compensation in the Inverted Pendulum Controller by Means of a Neural Network. 2019 MECHANICS AND MECHANICAL ENGINEERING, 22(4), 875-883. Article in MME.
  • Balcerzak Marek: Novel Method of Friction Identification with Application for Inverted Pendulum Control System. 2019 MECHANICS AND MECHANICAL ENGINEERING, 22(4), 1239-1245. Article in MME.
  • Balcerzak Marek: Optimization of the Inverted Pendulum Controller with Friction Compensation by Means of the New Method of Lyapunov Exponents Estimation. 2019 MECHANICS AND MECHANICAL ENGINEERING, 22(4), 959-965. Article in MME.

 

  • 2018
  • Balcerzak Marek: Optimal Control of an Inverted Pendulum Based on the New Method of Lyapunov Exponents Estimation. 2018 MECHANICS AND MECHANICAL ENGINEERING, 22(1), 25-32. Article in: MME.
  • Balcerzak Marek: Friction Compensation in the Inverted Pendulum Controller by Means of a Neural Network. 2018 MECHANICS AND MECHANICAL ENGINEERING, 22(4), 875-8883. Article in: MME.
  • Balcerzak Marek: Swing-Up Problem of an Inverted Pendulum - Energy Space Approach. 2018 MECHANICS AND MECHANICAL ENGINEERING, 22(1), 33-40. Article in: MME.
  • Balcerzak Marek, Dąbrowski Artur, Stefański Andrzej, Wojewoda Jerzy: Spectrum of Lyapunov exponents in non-smooth systems evaluated using orthogonal perturbation vectors. MATEC WEB OF CONFERENCES, 2018, vol. 148, 1-6. Article in: MATEC Web of Conferences.
  • Balcerzak Marek, Dąbrowski Artur, Pikunov Danylo: The fastest, simplified method of Lyapunov exponents spectrum estimation for continuous-time dynamical systems. 2018 NONLINEAR DYNAMICS, 91(4), 3063-3065. Article in: Springer.
  • Balcerzak Marek: Novel Method of Friction Identification with Application for Inverted Pendulum Control System. 2018 MECHANICS AND MECHANICAL ENGINEERING, 22( 4), 1239-1245. Article in: MME.
  • Balcerzak Marek: Optimization of the Inverted Pendulum Controller with Friction Compensation by Means of the New Method of Lyapunov Exponents Estimation. 2018 MECHANICS AND MECHANICAL ENGINEERING, 22(4), 959-965. Article in: MME.
  • Karmazyn Anna, Balcerzak Marek, Perlikowski Przemysław, Stefański Andrzej: Chaotic synchronization in a pair of pendulums attached to driven structure. 2018 INTERNATIONAL JOURNAL OF NON-LINEAR MECHANICS, 104, 261-267. Article in: Elsevier.

 

  • 2017
  • Balcerzak M and Pikunov D: The Fastest, Simplified Method of Estimation of the Largest Lyapunov Exponent for Continuous Dynamical Systems with Time Delay. 2017 MECHANICS AND MECHANICAL ENGINEERING, 21(4), 985-984. Article in: MME.
  • Dabrowski, A, Balcerzak, M, Pikunov, D: APPLICATIONS OF THE NEW METHOD OF THE LYAPUNOV EXPONENTS ESTIMATION. In: ENGINEERING MECHANICS 2017. 23rd International Conference on Engineering Mechanics, Svratka, CZECH REPUBLIC, MAY 15-18, 2017. ACAD SCI CZECH REPUBLIC, INST THERMOMECHANICSDOLEJSKOVA 5, PRAGUE 8, 182 00, CZECH REPUBLIC.

 

 

  • 2013
  • Marek BALCERZAK, Artur DĄBROWSKI, Tomasz KAPITANIAK and Anna JACH: 2013 Optimization of the Control System Parameters with Use of the New Simple Method of the Largest Lyapunov Exponent Estimation. 2013 MECHANICS AND MECHANICAL ENGINEERING, 17(4), 225-239. Link: MME.
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Katedra Dynamiki Maszyn PŁ, K-13

90-924 Łódź, ul. Stefanowskiego 1/15, bud. A22, Poland
e-mail: K-13, tel.: +48 42 631 2231; +48 42 631 2430

NIP: 727 002 18 95, REGON 000001583

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