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Intermittent phenomena at moderate wavenumbers are shown to play an important role in the essential physics of the turbulence.
This phenomenon suggests that Gtun is not the only conduction mechanism at high temperature, which may result from the essential physics of the conductance in the presence of localized states within the ZnO matrix.
Despite numerous simplifications, such as constant thermal properties with temperature, the simulations captured the essential physics of the problem and yielded very close predictions of the elongation-to-fracture observed in the experiments.
Results indicate that the reduced-order models' simplicity, computational savings, and ability to capture the essential physics of the transient process justify their use in design calculations over more complex, highly detailed, numerical/CFD schemes.
The advantages of minimalist protein models lie in their ability to rapidly collect meaningful statistics about folding pathways and kinetics, their ease of characterization with coarse-grained order parameters and their concentration on the essential physics of the problem to connect with experimental observables for a target protein.
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Rather than developing a single rate expression based on power-law fitting or Langmuir Hinshelwood kinetics, a detailed microkinetic modeling approach is utilized to capture the essential physics of this problem.
The basic idea of the LBM is to construct simplified kinetic models that incorporate the essential physics of microscopic or mesoscopic processes to ensure that the macroscopic averaged properties obey the desired macroscopic equations (Ghassemi and Pak 2011).
The present paper aims to promote theoretical understanding of the essential physics of MJO.
These results demonstrate that the FCIF solver effectively captures the essential physics of gas liquid interaction and can serve as a useful tool for the mechanistic study of slug generation in two-phase gas/liquid flows in channels and pipes.
An encouraging result is that in spite of its simplicity, the model captures the essential physics of PID.
The nonlinear viscoelastic formalism is shown to predict the wide range of behavior observed experimentally, indicating that the formalism does capture the essential physics of glassy polymers.
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