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An analysis of the reflection/transmission process of modes tunnelling through the constriction is conducted, and the key mathematical feature is the presence of two turning points, located at either real axial locations or in the complex plane.
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Thus the process of mode switching (e.g. from PowerUp to Drive) usually incurs overhead both in execution time and dissipated energy, if an allocation needs to be changed.
For systems which obey these two equations over wide temperature ranges, τo is consistent with a quasilattice vibration period in accord with theoretical derivations of the VTF equation and also with the microscopic process of mode coupling theory.
We are aimed at understanding and analyzing how the presence of the microstructure influences the processes of mode interaction.
The specific objective of the paper is to analyse how the presence of the microstructure influences on the processes of mode interactions.
However, quantitative information about modal coupling effects is not available in the process of selecting modes.
When varying the parameters, or in this case operating point, difficulties in automating the process of relating modes from a linear system derived at one parameter set to the next exists.
The fixed-interface method is applied during the process of component mode synthesis.
In the present study, we carried out a self-consistent simulation of the generation process of whistler-mode chorus by the spatially one-dimensional electron hybrid code.
We carry out a self-consistent simulation of the generation process of whistler-mode chorus by a spatially one-dimensional electron hybrid code, by assuming the magnetic field inhomogeneity corresponding to L = 4 of the dipole field.
As a result, the decision making process of travellers' mode choice is influenced by the attributes of transportation means as well as the internal factors (individual attributes) of the travellers themselves, such as economic capability, personal preference, etc.
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