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The birefringence of the fundamental mode in such a PCF is numerically analyzed using the finite element method (FEM).
Interestingly, we found that a threshold-normalized layer thickness existed for the fundamental Love mode in such a structure.
The solution of the task of searching for optimal braking mode in such cases is trivial, and it is not considered in this paper.
Performance of cylindrical shells due to the extreme loading conditions shows that buckling is the major failure mode in such components.
In this paper, dynamic modeling and start-up simulation in order to establish the continuous operation mode in such systems are first presented.
This gain comes from that that the MS algorithm avoids using D2D mode in such cases when, for example, a cellular UE is placed very close to a D2D receiver and would suppress the transmission of the D2D transmitter.
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Finally, two phase diagrams are plotted to predict both initial and advanced instability modes in such a bilayer system.
The system is designed to operate in two modes in such a way that the role of target and tracker can be interchanged.
With the plane wave expansion (PWE) method, the birefringent, dispersion and effective area of the fundamental modes in such photonic crystal fibers are analyzed in detail.
To achieve good nominal control performance and performance robustness, a set of sub-controllers are designed based on the plant modes in such a way that they are mutually enhanced with each other so as to optimize the overall control objective.
The prevalence of multiple reproductive modes in such species is an indication of imparting reproductive assurance.
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