Publications

1. Frequency response based identification of nonlinear oscillators
   T. Breunung & B. Balachandran, Journal of Sound and Vibration, 118651 (2024).
   [PDF] [DOI] [Code] [Data]

2. Prediction of freak waves from buoy measurements
   T. Breunung & B. Balachandran, Scientific Reports, 14(1):16048 (2024)
   [PDF] [DOI] [Code] [Data]

3. Data-driven, high resolution ocean wave forecasting and extreme wave predictions
   T. Breunung & B. Balachandran, Ocean Engineering, 268, 113271 (2023)
   [PDF] [DOI] [Code]

4. Noise Color Influence on Escape Times in Nonlinear Oscillators-Experimental and Numerical Results
   T. Breunung & B. Balachandran, Theoretical and Applied Mechanics Letters, 100420 (2022)

[PDF] [DOI]

5. Computationally Efficient Simulations of Stochastically Perturbed Nonlinear Dynamical Systems
   T. Breunung &. B. Balachandran, Journal of Computational and Nonlinear Dynamics,17(9): 091008 (2022)
   [PDF] [DOI] [Code]

6. The deterministic core of stochastically perturbed nonlinear mechanical systems
   T. Breunung, F. Kogelbauer & G. Haller, Proceedings of the Royal Society A, 478:20210933 (2022)
   [PDF] [DOI] [Code]

7. Asymptotic stability of quasi-periodic orbits
   T. Breunung, Proceeding of the Royal Society A, 478: 20210787 (2022)
   [PDF] [DOI] [Code]

8. Dynamics of circular oscillator arrays subjected to noise
   B. Balachandran, T. Breunung, G. Acar, A. Alofi & J. Yorke, Nonlinear Dynamics, 108 (1), 1-14 (2022)
   [PDF] [DOI]

9. Existence of quasi-periodic responses in quasi-periodically forced nonlinear mechanical systems
   T. Breunung, Nonlinear Dynamics, 105, 1977-2004 (2021)
   [PDF] [DOI]

10. When does the method of harmonic balance give a correct prediction for mechanical systems?
    F. Kogelbauer & T. Breunung, Applicable Analysis, 1-19 (2021)
    [PDF] [DOI]

11. When does a periodic response exist in a periodically forced multi-degree-of-freedom mechanical system?
    T. Breunung & G. Haller, Nonlinear Dynamics, 98 1761-1780 (2019)
    [PDF] [DOI]

12. An approach to account for interfering parametric resonances and anti-resonances applied to examples from rotor dynamics
    T. Breunung, F. Dohnal & B. Pfau, Nonlinear Dynamics, 97, 1837-1851 (2019)
    [PDF] [DOI]

13. Fast Computation of steady-state response for high-degree-of-freedom nonlinear systems
    S. Jain, T. Breunung & G. Haller, Nonlinear Dynamics, 97, 313-341 (2019)
    [PDF] [DOI] [Code]

14. Explicit backbone curves from spectral submanifolds of forced-damped nonlinear mechanical systems
    T. Breunung & G. Haller, Proceeding of the Royal Society, A 474: 20180083 (2018)
    [PDF] [DOI] [Code]