Titlebook: Nonlinear Structures and Systems, Volume 1; Proceedings of the 3 Gaetan Kerschen,M. R. W. Brake,Ludovic Renson Conference proceedings 2020

Kaleidoscope

Forced Response of Nonlinear Systems Under Combined Harmonic and Random Excitation,f the probability density function. It can be used to calculate the stochastic behavior of smaller multi-degree of freedom systems. The applicability is demonstrated using different nonlinear mechanical systems, whereby the results of Monte-Carlo simulations validate the method.

Induction

Simulation of a Self-Resonant Beam-Slider-System Considering Geometric Nonlinearities,actions between the respective bodies. We demonstrate that the contact interactions are the key to explain the self-adaptive behavior. Moreover, we illustrate that the beam’s geometric nonlinearity is essential to simulate jumps to significantly higher amplitude levels.

Temporal-Lobe

Vehicle Escape Dynamics on an Arbitrarily Curved Surface,er considers forcing the system at its linear natural frequency and a forcing strategy more akin to human behavior. Comparisons are made to determine the safest and most efficient strategy to achieve an escape. This paper will show the effectiveness of human intuition in pushing a vehicle out of a ditch.

certitude

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linguistics

Conference proceedings 2020 Identification, Mechanics, Dynamics..Experimental Nonlinear Dynamics..Nonlinear Model & Modal Interactions..Nonlinear Damping..Nonlinear Modeling & Simulation..Nonlinearity & System Identification  .

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摘要记录

A New Iwan/Palmov Implementation for Fast Simulation and System Identification,SDOF) system to understand the range over which it retains accuracy. Although current implementation is applicable to SDOF systems, it can simulate the response of each mode in a structure that is modeled using the modal Iwan approach (i.e. assuming uncoupled, weakly-nonlinear modes).

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