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We first derived an appropriate mathematical model by combining the continuum model of a bar and countermass with the compatibility condition between a piezoelectric actuator and a linear horn.
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To study the cyclic mechanical response of such nanostructured multilayer composite, an original framework is adopted by combining the equivalent continuum approach of Eshelby Mory–Tanaka and a Weibull-like approach for the evolution of debonding carbon nanotubes electrodes.
Based on continuum damage mechanics, a Principal Damage Model is developed by combining the generalized standard material model with the Principal Damage concept of composite materials.
To illustrate the capabilities of the modelling tool obtained by combining these continuum mechanics concepts and computational techniques, process simulations of blanking, fine-blanking and score forming are presented.
Here, we develop a computationally simple model of heterogeneous dislocation nucleation from free surfaces by combining a continuum description of the nucleation process with the atomistic inputs where accuracy is critical.
By combining continuum mechanics methods and experimental results, an invariant general strain-rate-strain model for some crystallizing polymers, applicable to all flows, is constructed.
The model is based on a hybrid methodology to simulate fluid flow by combining a single continuum and discrete fracture network approaches.
By combining with the physical concept of inscribed surface, the standard Cauchy Born rule (CBR) is straightly extended to have a rigorous and accurate atomistic continuum theory for the monolayer crystal films.
This is done by combining a cohesive zone-like continuum damage model with the solid-shell element formulation, which covers the interaction of different failure modes.
This continuum damage model is implemented by combining it with the finite element method (FEM).
We show how the rate of change in gene expression can be quantified by combining kinematics and real-time polymerase chain reaction data in a mechanistic model which considers any organ as a continuum.
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