Waveguide S-Bend (Parameterized)
The S-bend waveguide template can be used to create an advanced compact model for a custom S-bend waveguide. The template contains a lot of different modeling data to create an accurate model.
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Bend Bridge Algorithm
Offset effect on the S-Bend structure losses and
In this paper, we present a contribution to link the curved structure to the straight waveguide by using the simulated bend function available in the
[Example Library] Optimizing a
In this notebook, we follow this work and optimize a silicon waveguide S-bend. We use the CMA-ES optimizer from the open-source package pycma so we can set
S-Bend Architecture — Cubic Bézier Based Implementation
This document describes the internal architecture and construction flow of an S-Bend geometry generator implemented in Python. The S-Bend is constructed using cubic Bézier curves derived
Improved S-bend optical waveguide loss formula verified by
In this paper we verify our new theoretical version on power loss prediction of S-bend optical waveguides by using analytical theory based on integration of absorption coefficient and
Molecular Flow Module Application Library
There are two widely used methods for modeling molecular flows, the Monte Carlo method (which computes the trajectories of large numbers of randomized particles through the system) and the
A Unified Framework for Diffusion Bridge Problems: Flow
The main contribution of this article is in two folds: i)We provide concise reviews of these algorithms with technical details to some extent; ii)We propose a novel unified perspective and framework that
[Example Library] Optimizing a Waveguide S-bend
In this notebook, we follow this work and optimize a silicon waveguide S-bend. We use the CMA-ES optimizer from the open-source package pycma so we can set up the optimization very quickly.
Generative modeling via Schrödinger bridge (Diffusion
Goal of the course: Introduce the Difusion Schrödinger Bridge (DSB) algorithm. Present a conditional extension of DSB.
Innovative, three-dimensional SOI S-bend waveguides of high
In this study, we propose two innovative S-bend waveguides with 3D morphology. The results of finite difference time domain (FDTD) method show that the higher transmission efficiencies
Offset effect on the S-Bend structure losses and optimization of its
In this paper, we present a contribution to link the curved structure to the straight waveguide by using the simulated bend function available in the Beam propagation tool of the Rsoft
Bridges in a graph
Suppose there exists a edge from u -> v, now after removal of this edge if v can''t be reached by any other edges then u -> v edge is bridge. Our approach is based on this intuition, so