The design of optical resonator structures usually processed by proposing the structure and then through some numerical or experimental process, determining the supported states. This is often a hit and miss approach as the desired properties of the state do not match the application requirements. A numerical design approach is presented in which the input is the desired optical resonator state and the output is the geometrical and material properties of the resonator structure that will support the state. The technique is presented for cylindrically symmetric structures using the Fourier-Bessel numerical mode solver
Inverse-design algorithms can be used to design compact and high-performance complex photonic struct...
The plane wave expansion (PWM) technique applied to Maxwell's wave equations provides researchers wi...
The efficiency of nonlinear processes are limited by two effects: the small absolute scale of the no...
Faraday’s and Ampere’s laws are converted to matrix operator form and rearranged such that the unkno...
The Fourier-Bessel numerical mode solver suitable for rapidly determining resonator and propagated f...
A numerical mode solver for optical structures that conform to cylindrical symmetry using Faraday's ...
The spectral Fourier–Bessel numerical solver is suitable for obtaining steady state modal properties...
The Fourier-Bessel (FFB) numerical solver is a useful tool for obtaining the steady states of resona...
Resonances determine the optical properties of an object, such as its transmittance, scattering cros...
The Fourier-Bessel space conversion of Maxwell's wave equations into an eigenvalue formulation is a ...
An optical ring resonator is a fundamental element of an integrated photonic circuit due to its abil...
Maxwell's wave equations can be solved using different techniques in order to extract optical proper...
Nonlinear phenomena such as internal resonances have significant potential applications in micro ele...
We have developed an efficient numerical method, based on a transfer-matrix formulation and counter-...
A resonator is described which generates directly a Bessel Gauss beam as output. The resonator consi...
Inverse-design algorithms can be used to design compact and high-performance complex photonic struct...
The plane wave expansion (PWM) technique applied to Maxwell's wave equations provides researchers wi...
The efficiency of nonlinear processes are limited by two effects: the small absolute scale of the no...
Faraday’s and Ampere’s laws are converted to matrix operator form and rearranged such that the unkno...
The Fourier-Bessel numerical mode solver suitable for rapidly determining resonator and propagated f...
A numerical mode solver for optical structures that conform to cylindrical symmetry using Faraday's ...
The spectral Fourier–Bessel numerical solver is suitable for obtaining steady state modal properties...
The Fourier-Bessel (FFB) numerical solver is a useful tool for obtaining the steady states of resona...
Resonances determine the optical properties of an object, such as its transmittance, scattering cros...
The Fourier-Bessel space conversion of Maxwell's wave equations into an eigenvalue formulation is a ...
An optical ring resonator is a fundamental element of an integrated photonic circuit due to its abil...
Maxwell's wave equations can be solved using different techniques in order to extract optical proper...
Nonlinear phenomena such as internal resonances have significant potential applications in micro ele...
We have developed an efficient numerical method, based on a transfer-matrix formulation and counter-...
A resonator is described which generates directly a Bessel Gauss beam as output. The resonator consi...
Inverse-design algorithms can be used to design compact and high-performance complex photonic struct...
The plane wave expansion (PWM) technique applied to Maxwell's wave equations provides researchers wi...
The efficiency of nonlinear processes are limited by two effects: the small absolute scale of the no...