Resume

Education

2023 - Budapest University of Technology and Economics (BME)
PhD in Mechanical Engineering
Department of Applied Mechanics
2021 - 2023 Budapest University of Technology and Economics (BME)
MSc in Mechanical Modelling Engineering
Solid Mechanics major and Fluid Mechanics minor module
Diploma grade: excellent
2021 - 2023 Budapest University of Technology and Economics (BME)
BSc in Mechanical Engineering
Specialization of Mechanical Engineering Development

Professional Experience

2020-2023 Knorr-Bremse R&D Center, Budapest, Hungary
Simulation Engineer intern in Advanced Engineering
2020-2023 BMCC elementary school program
Lecturer, World of Drones course for 6th grader

Language Skills

English Euroexam C1 Advanced Level Exam (2022)

Sholarships and Awards

2025-2027 Scholarship of the Doctoral Excellence Fellowship Programme (DCEP)
National Research Development and Innovation Fund of the Ministry of Culture and Innovation and the Budapest University of Technology and Economics
2023-2024 Scholarship of the New National Excellence Program
Ministry for Culture and Innovation
2023 2nd prize at National Scientific Student Conference
Automotive engineering section
Title: Analysis of state-dependent time delay in the car-following model
2023 Special Award at National Scientific Student Conference
2022 1st prize at Scientific Student Conference at Budapest University of Technology and Economics, Department of Applied Mechanics
Applied Mechanics section
Title: Investigation of state-dependent time-delay in the car-following model
2022 Knorr-Bremse Special Award at Scientific Student Conference
2019 3rd prize at Scientific Student Conference at Budapest University of Technology and Economics, Department of Applied Mechanics
Applied Mechanics section
Title: The global investigation of vehicles’ acceleration saturation from the view of traffic dynamics

Research

My main research interests is in mechanics, nonlinear dynamics and escpecially in state-dependent delay systems. I conduct research in the area of machine tool vibration and traffic dynamics.

Own Research Programmes

Date Programme Title of programme
2023-2024 New National Excellence Program, Ministry for Culture and Innovation Extension of the car-following model with state-dependent delay
2025-2027 Doctoral Excellence Fellowship Programme (DCEP) is funded by the National Research Development and Innovation Fund of the Ministry of Culture and Innovation and the Budapest University of Technology and Economics Stability analysis of variable dynamical cutting models

Scinetometry

Participationss in projects

Date Programme Title of project Role
2024-2026 HUNOR - Hungarian to Orbit TESH - Telemetry System of Space Health Project management and scinetific researcher

Scinetometry

  Google Scholar
  Research Gate
  Scopus
  ORCID
  Researcher ID
Hungarian Database of Publications

Publications

  • Journal Papers
    • [2] K. Martinovich, G. Stepan, D. Bachrathy, A.K. Kiss, Introducing state-dependent delay in the car-following model, Nonlinear Dynamics 113 (2025): 22923–22941., DOI:10.1007/s11071-025-11275-0
    [1] K. Martinovich, A.K. Kiss, Nonlinear effects of saturation in the car-following model, Nonlinear Dynamics 111.3 (2023): 2555-2569., DOI:10.1007/s11071-022-07951-0
  • Conference Papers
    • [1] K. Martinovich, D. Bachrathy, Szimuláció alapú stabilitásvizsgálat állapotfüggő időkésésű modellekben: Simulation based stability analysis in state-dependent delay, Nemzetközi Gépészeti Konferencia–OGÉT (2024): 252-257.
  • Conference Abstracts
    • [2] K. Martinovich, D. Bachrathy, Periodic tail stock pressure modulation in turning of flexible workpiece via piezoelectric actuators, NVHH 2025 Oct 08-10, 2025
    [1] K. Martinovich, D. Bachrathy, Simulation-based stability analysis method for state-dependent delay systems, 11th European Nonlinear Dynamics Conference, ENOC 2024 July 22-26, 2024

    Teaching

    Consultation

    There is a possibility for personal consultation after making an appointment in e-mail.

    Subjects

    Name of subject Code of subject Semester
    Statics BMEGEMMBXM1 fall 2023, 2024, 2025
    Strength of Materials BMEGEMMBXN2 spring 2024, 2025
    Dynamics BMEGEMMBXM3 fall 2023, 2024
    Vibrations BMEGEMMBXM4 spring 2025

    Contact

    martinovich@mm.bme.hu
    Department of Applied Mechanics, Budapest University of Technology and Economics
    Budapest University of Technology and Economics (BME)
    Műegyetem rkp. 3, Budapest, H-1111 Hungary
    +36 1 463-1332
    LinkedIn

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