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Finite-Difference Time-Domain Method (FDTD) used to simulate Micro-ring resonator for student applications

机译:时域有限差分法(FDTD)用于模拟学生应用的微环谐振器

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In this paper we used the Finite Difference Time-Domain Method (FDTD) to solve Maxwell equations in micro-ring resonator filter. The usefulness of micro-ring resonator has been demonstrated through the variety of applications ranging from optical filters to biological and environmental sensing. Because the transmission spectrum is highly sensitive to the refractive index changes in the surrounding media, these micro-rings were used to detect cancer molecules (University of Illinois). The simulations based on this mathematical model are very suitable to describe the losses in different types of micro-ring resonators. The simulations were made for a single ring and for two rings coupled to a single waveguide at diffrent wavelengths, diffrent refractive index and diffrent widths in order to reduce the losses. It is also described the quality of the coupling for diffrent wavelengths.The obtained result refers to the simulation of amplitude for single resonating micro-ring filters and for multiple micro-rings filters. The object of this paper is to establish that this method can be useful for both designers and students performing numerical simulations as computer experiments.
机译:在本文中,我们使用时域有限差分法(FDTD)来求解微环谐振器滤波器中的麦克斯韦方程。通过从滤光片到生物和环境传感的各种应用,已经证明了微环谐振器的有用性。由于透射光谱对周围介质的折射率变化高度敏感,因此这些微环被用于检测癌症分子(伊利诺伊大学)。基于该数学模型的仿真非常适合描述不同类型的微环谐振器中的损耗。为了减小损耗,对单个环和耦合到单个波导的两个环进行了仿真,该两个波导具有不同的波长,不同的折射率和不同的宽度。还描述了不同波长的耦合质量。获得的结果涉及对单个谐振微环滤波器和多个微环滤波器的幅度进行仿真。本文的目的是确定该方法对于设计人员和学生进行数值模拟(作为计算机实验)都可以使用。

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