A frequency domain model of multimode circular microresonators for filter applications in integrated optics is investigated. Analytical basis modes of 2D bent waveguides or curved interfaces are combined with modes of straight channels in a spatial coupled mode theory framework. Free of fitting parameters, the model allows to predict quite efficiently the spectral response of the microresonators. It turns out to be sufficient to take only a few dominant cavity modes into account. Comparisons of these simulations with computationally more expensive rigorous numerical calculations show a satisfactory agreement
Whispering gallery modes supported by open circular dielectric cavities are embedded into a nonparam...
The coupling between high finesse (up to 140) cylindrical microresonators and straight waveguides is...
Circuits of dielectric integrated optical microring resonators are addressed through a two-dimension...
A frequency domain model of multimode circular microresonators for filter applications in integrated...
A frequency domain model of multimode circular microresonators for ?lter applications in integrated ...
A frequency domain model of multimode circular microresonators for ?lter applications in integrated ...
Circular integrated optical (ring or disk) microresonators are increasingly employed as compact and ...
This chapter discusses an ab-initio frequency-domain model of circular microresonators, built on the...
A spatially three-dimensional (3-D), fully vectorial coupled mode theory model for the interaction b...
In this thesis, we restrict ourself to two dimensional settings. While for specic congurations one c...
Analysis of integrated optical cylindrical microresonators involves the coupling between a straight ...
A wide, multimode segment of a dielectric optical waveguide, enclosed by Bragg reflectors and evanes...
A wide, multimode segment of a dielectric optical waveguide, enclosed by Bragg reflectors and evanes...
Placed between two waveguides that serve as input and output ports, a wide segment of a third high c...
Placed between two waveguides that serve as input and output ports, a wide segment of a third high c...
Whispering gallery modes supported by open circular dielectric cavities are embedded into a nonparam...
The coupling between high finesse (up to 140) cylindrical microresonators and straight waveguides is...
Circuits of dielectric integrated optical microring resonators are addressed through a two-dimension...
A frequency domain model of multimode circular microresonators for filter applications in integrated...
A frequency domain model of multimode circular microresonators for ?lter applications in integrated ...
A frequency domain model of multimode circular microresonators for ?lter applications in integrated ...
Circular integrated optical (ring or disk) microresonators are increasingly employed as compact and ...
This chapter discusses an ab-initio frequency-domain model of circular microresonators, built on the...
A spatially three-dimensional (3-D), fully vectorial coupled mode theory model for the interaction b...
In this thesis, we restrict ourself to two dimensional settings. While for specic congurations one c...
Analysis of integrated optical cylindrical microresonators involves the coupling between a straight ...
A wide, multimode segment of a dielectric optical waveguide, enclosed by Bragg reflectors and evanes...
A wide, multimode segment of a dielectric optical waveguide, enclosed by Bragg reflectors and evanes...
Placed between two waveguides that serve as input and output ports, a wide segment of a third high c...
Placed between two waveguides that serve as input and output ports, a wide segment of a third high c...
Whispering gallery modes supported by open circular dielectric cavities are embedded into a nonparam...
The coupling between high finesse (up to 140) cylindrical microresonators and straight waveguides is...
Circuits of dielectric integrated optical microring resonators are addressed through a two-dimension...