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Coupled mode theory.
Normalized energy exchanging is solved by coupled mode method.
In practice, the coupled mode between two nodes (say, adjacent nodes) is usually random.
We strictly deduced two necessary conditions for strong coupling by coupled mode theory.
Based on the coupled mode theory, the transmission property is analyzed.
The perfect transmission and zero reflection conditions are discussed by applying coupled mode theory.
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We study the coupling between two identical weakly-coupled few-mode fibers based on coupled-mode theory.
In all cases the conical shell loses its stability through coupled-mode flutter.
Furthermore, it is shown the numerical results can be analyzed by coupled-mode theory.
Previous studies of long-period fiber grating (LPG) have commonly employed the traditional coupled-mode theory.
The structure has been designed using a mode conversion approach, combined with coupled-mode concepts.
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