Wulff, Paul; Lentz, Lukas; von Wagner, Utz
Determination of the polynomial restoring force of a one DoF bistable Duffing oscillator by linear regressionActa Mechanica. Bd. 234. H. 5. Springer 2023 S. 1973 - 1989
Lentz, Lukas; von Wagner, Utz
Avoidance of artifacts in harmonic balance solutions for nonlinear dynamical systemsJournal of Theoretical and Applied Mechanics. Bd. 58. H. 2. Polish Society of Theoretical and Applied Mechanics 2020 S. 307 - 316
Noll, Max-Uwe; Lentz, Lukas; von Wagner, Utz
Comparison of the dynamics of a Duffing equation model and experimental results for a bistable cantilever beam in magnetoelastic energy harvestingTechnische Mechanikl. Bd. 40. H. 2. 2020 S. 111 - 119
von Wagner, Utz; Lentz, Lukas
On the detection of artifacts in Harmonic Balance solutions of nonlinear oscillatorsApplied Mathematical Modelling. Bd. 65. Elsevier 2019 S. 408 - 414
Noll, Max-Uwe; Lentz, Lukas; Von Wagner, Utz
On the discretization of a bistable cantilever beam with application to energy harvestingFacta Universitatis: Mechanical Engineering. Bd. 17. H. 2. University of Nis 2019 S. 125
Noll, Max-Uwe; Lentz, Lukas; von Wagner, Utz
On the Improved Modeling of the Magnetoelastic Force in a Vibrational Energy Harvesting SystemJournal of Vibration Engineering & Technologies. Bd. 8. H. 2. Springer 2019 S. 285 - 295
von Wagner, Utz; Lentz, Lukas
On artifact solutions of semi-analytic methods in nonlinear dynamicsArchive of Applied Mechanics. Bd. 88. H. 10. Springer 2018 S. 1713 - 1724
Lentz, Lukas; Nguyen, Huy T.; von Wagner, Utz
Energy Harvesting From Bistable Systems Under Random ExcitationMachine Dynamics Research. Bd. 41. H. 1. 2017 S. 5 - 16
von Wagner, Utz; Lentz, Lukas
On some aspects of the dynamic behavior of the softening Duffing oscillator under harmonic excitationArchive of Applied Mechanics. Bd. 86. H. 8. Springer 2016 S. 1383 - 1390
Lentz, Lukas; von Wagner, Utz
Multi‐mode model of a piezomagnetoelastic energy harvester under random excitationPAMM. Bd. 15. H. 1. Wiley 2015 S. 259 - 260