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Beams and hulls are modelled as multibody systems.
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Different system components are modelled, as well as the heating dynamics of a building.
This paper presents an algorithm capable of simulating the interaction between a catenary represented as a Finite Element Model and a pantograph modeled as a multibody linkage.
As is well known, many systems are most naturally modeled by degenerate differential equations such as multibody mechanics, electrical circuits, prescribed path control, chemical engineering, etc.; see [29 33] and the references therein.
The train vehicles are simulated as multibody assemblies and the bridge with a three-dimensional finite element model.
Bones, joints, ligaments and muscles are defined as multibody elements.
The coupled slosh vehicle dynamics of a rigid body in planar atmospheric flight carrying a sloshing liquid is considered as a multibody system with the sloshing motion modelled as a simple pendulum.
Conversely, when modelled as only taxis plus private vehicles, the advent of driverless cars produces an unmanageable overload of journeys.
These were modelled as 5 % DCM.
Cell walls are modelled as beams.
The multipath channel is modelled as (3).
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