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Based on the theory of vehicle-track coupling dynamics, a plane stress finite-infinite element model of a high-speed railway subgrade-bridge transition zone is proposed.
A finite element model with infinite-elements on the infinite-half spaces of boundaries is developed to model pavement responses.
Here, a non-reflecting boundary is developed using a damped tapered tip for application in a finite element model representing an infinite supported beam.
Considering the wedge-like shape of the mouth opening (see Fig. 3), we calculated the impedance of a wedge acting into an infinite baffle by using a simple finite element model (Fleischer et al. 2013) and plotted the resulting real and imaginary part with dots in Fig. 4a, b.
This is done by developing a simple finite element model of a piezoelectric transducer embedded in an infinite medium.
In this paper, a finite element model of a soil island is coupled to both a consistent transmitting boundary and a paraxial boundary, which are then used to model the propagation of waves in semi-infinite elastic layered media.
Comparisons of the analytical predictions to limiting cases of infinite thickness plates or to detailed finite element models for finite thickness plates shows the predicted stresses to be in excellent agreement with other methods.
By coupling the displacement discontinuity and finite element models, a 3D poroelastic reservoir in an infinite or semi-infinite domain is simulated.
Parametric analyses of elastically supported beams of infinite and finite length are carried out and comparisons are made between one, two or three-parameter foundation models and more accurate 2D finite element models.
The chapter presents the analysis model of girder-rail interaction, based on the interaction theory of girder rail and the infinite element analysis method.
Finite and infinite element techniques are applied to linear acoustical problems involving infinite anechoic boundaries.
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