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This section describes how to create various waveguide bends using the waveguide object. The path of the waveguide is a Bezier curve, which is defined by a set of points, called 'poles.' Further detail on Bezier curve can be found on the ' Structures - Waveguide' page. The example file, usr_waveguide_bends.fsp, contains
Symbol Description This element can import results from MODE. Keywords optical, bidirectional. Ports Name Type port 1 Optical Signal port 2 Optical Signal P.
Waveguide-based photonic microcavities and their associated high quality factor resonances are of increasing importance for a number of technological applications, including filtering and sensing. An example of these types of photonic microcavities is a six air-slot microcavity, with the central semiconductor tooth
Mode eigenmode solver and FDTD-based propgation technology to calculate waveguide transmission characteristics, bending loss, disperson, and propagation loss.
Please select from the following topics: Evanescent waveguide couplers MMI couplers AWGs and Star couplers.
Introduction One method to make waveguide or fiber couplers is to use straight sections of the guides where the evanescent modes of one guide overlap with the modes of a second
MODE Solutions' Eigenmode Solver can be used to obtain accurate results for a wide range of problems. The following examples show the comparison between known analytic
Introduction When photonic crystals are used to make waveguides, the calculation of the photonic bandstructure becomes a 1 dimensional problem since the waveguide structure is
This section describes how to create a waveguide having an isosceles trapezoidal cross section and a Bezier-curved path. For n="3", the curves are called cubic Bezier curves, which, together with quadratic (n=2) ones, are most commonly used . Some of the cubic Bezier curve examples
Objective This page describes how to create a MODE Waveguide element, which enables users to import frequency-dependent properties (such as the effective index, loss, group
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