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Comparisons between the approximate solution for two modes are made with respect to both one mode and numerical solutions.
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This contribution uses a well-described Padé-like rational representation, but adds some improvements concerning robustness, optimized treatment of spurious modes and numerical effectiveness.
This paper identifies the source of this problem in the interplay of the global pressure-update formula with the numerical boundary conditions and presents an improved projection algorithm which is fully second-order accurate, as demonstrated by a normal mode analysis and numerical experiments.
The proposed constitutive material model is integrated within the numerical framework of the advanced beam column flexibility-based finite element that uses the natural mode and fibre numerical methods.
Theoretical analysis based on coupled-mode theory and numerical simulations based on finite-difference time-domain techniques indicate that ultrahigh-contrast all-optical diodes can be achieved by properly misaligning the frequencies of the coupled cavities.
For each mode, local experimental and numerical analysis was carried out that led to the identification of the independent non-linear behaviour of each component.
They also present the experimental failure modes and FE numerical modelling crack patterns, both of which gave similar results for non-shear repaired beams, which showed a diagonal tension mode of failure, and for shear-repaired beams, which failed due to a large flexural crack in the middle of the beams, along with the concrete crushing.
It successfully suppresses the spurious computational mode associated with the leapfrog method, but it also weakly dampens the physical mode and degrades the numerical accuracy.
Reasonably good agreement is achieved when comparing impact force, absorbed energy, and failure modes between experimental measurements and numerical predictions.
The experimental and numerical curvature mode shapes are primarily used to detect the presence, location, and size of the delamination.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com