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Dynamical biological systems can be modelled mathematically at many levels, from relatively macroscopic, i.e. aggregating many processes or components into subsystem blocks and associated equations characterizing overall behaviour, to microscopic, i.e. focusing on physical mechanisms at the...
Manoeuvrability is of great importance for large tankers in the marine industry. Manoeuvring, involving yaw rates and drift velocities, which are not small compared with the forward speed, demands a mathematical model of considerable complexity. A great deal of effort has been devoted to the...
Various research areas in the field of vehicle modelling, structural mechanics, engine dynamics, microelectromechanical systems (MEMS), etc. require the utilization of both multibody system formalism (MBS) and finite element method (FEM) in order to sufficiently capture the model's dynamics. The...
Timed-arc Petri nets (TAPNs) are a timed extension of Petri nets where tokens are assigned an age indicating the time elapsed from its creation, and PT-arcs (place to transition arcs) are labelled with time intervals that are used to restrict the age of the tokens that can be used to fire the...
Because of the booming of the Internet, content security is becoming more intractable, because of the emergence of complex contents and the diversity in human activity on the Internet. The article proposes a model for the dynamics of topic propagation over the Internet. Topics on the Internet...
The article deals with the modelling of dynamic hysteresis loops. The modelling is carried out within the framework proposed by D. Jiles and D. Atherton. The dynamic effect of eddy currents is taken into account using G. Bertotti's approach. A satisfactory agreement between the measured and the...
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