Marek Lampart

Papers

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About

Marek Lampart is a prominent researcher in nonlinear dynamics and mechanical systems, specializing in the analysis of complex oscillatory behavior and bifurcation phenomena. His work bridges theoretical mathematics and applied engineering, with a focus on non-autonomous systems, impact dynamics, and chaos. Lampart’s most-cited paper, "Dynamics of a non-autonomous double pendulum model forced by biharmonic excitation with soft stops" (2019, 26 citations), exemplifies his contributions to understanding how multi-frequency forcing and soft constraints influence the stability and chaotic transitions in mechanical structures. This study provides critical insights into energy dissipation and control strategies for systems with intermittent contact, such as vibration isolators and robotic joints. With over 20 publications and a growing citation record, Lampart’s research has advanced the modeling of real-world oscillators, offering tools for predicting and mitigating undesirable vibrations. His work is frequently referenced in studies on nonlinear resonances and impact oscillators, making him a key figure in the field of applied dynamics. For students and researchers, Lampart’s papers serve as essential reading for mastering the interplay between analytical methods and numerical simulations in nonlinear mechanics.