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Using the concept of soft electret materials, we illustrate an interesting nonlinear interplay between the so-called Maxwell stress effect and flexoelectricity, and propose the design of a novel class of apparently piezoelectric materials whose constituents are intrinsically non-piezoelectric.
The behavior of fiber reinforced active tissues, namely the excitation-contraction coupling, is basically due to the nonlinear interplay between the passive elastic tissue and the active muscular network.
To investigate nonlinear interplay instabilities in the laser plasma interaction it is desirable to obtain differential equations for the evolution of the macroscopic quantities that characterize the laser beam profile [25, 26], including the amplitude, spot size, phase, curvature radius, and centroid.
More broadly, the free-rider problem in vaccination is one possible outcome of the nonlinear interplay between infection prevalence and individual vaccinating behavior.
But the nonlinear interplay of emissions and meteorology in atmospheric chemistry and transport means reductions in automotive VOCs and nitrogen oxides would still reduce ozone at a regional level.
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We now turn to analyze the interplay of nonlinear and linear degradation in the sRNA.
Similar analysis can be performed to the interplay of nonlinear and linear degradation in the mRNA and protein.
It is thus important, and relevant for applications, to understand which is the interplay between the nonlinear character of the evolution of a given bosonic system and the strength of the nonclassical features that we are able to correspondingly enforce.
Interplay among various nonlinear effects, and its dependence on a large number of design parameters, make adoption of a numerical approach almost essential for optimization of system performance before the system is actually built.
The focus of this paper is on the interplay of three notable nonlinear indicators, namely nonlinearity, avalanche and correlation immunity.
In most economic and financial processes, mathematical modeling leads to nonlinear delayed dynamical systems, and the interplay of delayed and nonlinear effects is important for many reasons.
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