Our technical services relate to the nonlinear dynamics of mechanical and structural systems. We pride ourselves in our ability to capture the essential physics of a system and to develop low-order numerical models to predict the outcomes of nonlinear effects. In particular, our use of low order models enable us to evaluate a wide range of system responses based on how key parameters of the system can vary.

We have a long experience in experimental testing and in calibrating our numerical models to test results. In this way, based on the combination of our advanced technical knowledge, our extensive test facilities and our track record, we have a strong capability to find solutions to challenging mechanical and structural dynamics problems.

In particular, we understand how to control mechanical and structural dynamic response, including vibrations. We know how to tune dynamical response close to resonance in order to focus the mechanical energy on its required task. We ensure that our systems are designed to avoid dynamic responses that are harmful, lead to failure or are energy inefficient.

We have a range of dynamic analysis tools at our disposal to categorise and predict response, such as phase-plane trajectory analysis, Poincare plots, frequency domain analysis, bifurcation and nonlinear chaos identification methodologies. These specialist capabilities are built around a comprehensive toolbox of nonlinear, time-domain finite element analysis programs, again allied to our extensive laboratory test facilities.

Phase Plane Plots with “Basin of Attraction” Output