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- Data for: Coupled ablation and thermal behavior of an all-composite structurally integrated thermal protection system: Fabrication and modelingTemperature distributions at upper and lower surfaces of top face sheet of SITPS.
- Data for: SRVE modeling of particulate polymer matrix composites with irregularly shaped inclusions: Application to a green stone composite MATLAB codes developed for statistical representative volume element (SRVE) generation of particulate composites with 'irregularly' shaped inclusions.
- Data for: A composite sandwich plate with a novel core designThe data for the tension test
- Data for: Novel biodegradable hybrid composite of Polylactic Acid(PLA) matrix reinforced by Bioactive Glass(BG) fibres and Magnesium(Mg) wires for orthopaedic applicationMechanical property variation under environmental test
- Data for: Isogeometric HSDT approach for dynamic stability analysis of general anisotropic composite platescomputational Mechanic
- Data for: Damage imaging of composite structures using multipath scattering Lamb wavesFiles "cpchnorm_*.csv" are recorded from the pristine plate as the baseline signal. While files "cpchdama_*.csv" are captured after the simulated damage (i.e., added mass) is introduced. In these files, the first column is the sampling time, the second one is the original chirp excitation, and the third one is the Lamb wave response captured at the receiver (i.e., PZT). The 20 files at the same state are averaged to improve the signal-to-noise ratio, and the toneburst response is extracted from the averaged signal.
- Data for: An analytical-numerical approach to vibration analysis of periodic Timoshenko beamsThe subject of this article is analysis of transverse vibrations of beams which geometric and material properties vary periodically along the longitudinal axis. The aim is to present averaged models that take into account the shear deformation and geometric non-linearity, and to analysand transverse vibrations of such beams in moderately large deflection range. As the theoretical foundations, we use Timoshenko beam theory with von Kármán-type non-linearity. This results in obtaining new differential equations with constant coefficients, some of which explicitly depend on the beam inhomogeneity period size. Then, a reasonably simplified model is proposed to describe the vibrations of the considered beams in the low frequency range. The differential equations are transformed into a system of algebraic equations according to the Galerkin method. The response of the beam to transverse harmonic load is investigated by means of a pseudo arc-length continuation scheme. Non-linear coupling between vibration modes and the possibility of superharmonic resonance occurrence are taken into account. As an example of application, few special cases of beam geometry and boundary conditions are examined and compared.
- Data for: Multiscale asymptotic homogenization analysis of epoxy-based composites reinforced with different hexagonal nanosheetsMatlab code.
- Data for: Micromechanical analysis of interlaminar crack propagation between angled plies in mode I testsSupport data for the manuscript.
- Data for: A comparative review between Genetic Algorithm use in composite optimisation and the state-of-the-art in evolutionary computationThis database is used to support the review paper "A comparative review between Genetic Algorithm use in composite optimisation and the state-of-the-art in evolutionary computation".
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