Impact systems are common in engineering and exhibit inherently nonlinear and nonsmooth dynamics due to intermittent contact and elastic deformation. This study investigates the dynamic response and parameter identification of an impact oscillator with a one-sided elastic constraint. A custom experimental rig was developed to generate controlled vibro-impact responses, and a piecewise-smooth mathematical model was formulated to capture the unilateral contact dynamics. Two complementary parameter identification strategies, a genetic-algorithm-based optimisation and a backbone-curve fitting method derived from harmonic balance principles, were employed to estimate key system parameters, including impact stiffness, damping, and gap, using both displacement–frequency and time-domain data. The identified parameters agreed consistently with theoretical predictions across repeated experimental trials, demonstrating the repeatability of the proposed identification framework for the stable periodic responses observed under the forward stepped-sine excitation tests. Overall, the study provides an experimentally supported framework for identifying nonlinear characteristics of impact oscillators, with potential applications in structural dynamics, vibration mitigation, and biomedical diagnostics.
This paper proposes a computationally efficient framework for elastostatic stiffness identification of a Delta parallel robot using the Virtual Joint Method (VJM). A linear VJM-based model is developed, enabling structural parameter identification via a least-squares approach. The kinematic structure is defined using D...
Arefe Hamidipour, Afshin Taghvaeipour, Ali Azimi et al.· Proceedings of the Instituti...· 0 citations
This paper presents a method for the dynamic characterisation of load cells and force transducers designed to be straightforward to implement and based on instrumentation commonly used in structural dynamics testing. Impact hammers simultaneously provide an impulsive force to the sensor under test and measure the actua...
G. Battista, S. Pavoni, F. Lucà et al.· Italian National Conference...· 0 citations
The influence of the impact model on the dynamic behavior of a vibro-impact system with non-ideal excitation is analyzed in this paper. The system consists of a crank-slider mechanism and an oscillator, and its mathematical model is derived using Lagrange’s equations of motion. Three soft impact models (Spring-Damper,...
Vibro-impact systems exhibit strongly nonlinear, non-smooth dynamics due to intermittent collisions. An accurate representation of impact-induced energy dissipation is crucial for modelling and numerical analysis. In this study, the nonsmooth dynamics of a beam with a tip mass (hitting a stopper) are understood experim...
This study examines the vibrational dynamics of elastically constrained beam foundation systems by considering Timoshenko, shear, Rayleigh, and Euler–Bernoulli beam models resting on viscoelastic Filonenko-Borodich and Hetényi foundations. Emphasis is placed on understanding how damping, foundation stiffness, shear def...
Muna Elsadig, Shamsa Kanwal, R. Nawaz et al.· PLoS ONE· 0 citations