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Y Branch
2023-12-14 14:55:22
  • FDTD
  • Coupler / Splitter
  • Optical Waveguide

Preface

Y branch waveguide is a kind of important single component in integrated photonic devices, which has a wide range of applications, such as waveguide interferometer, modulator, optical switch, optical power splitter and so on. The power splitter based on Y branch distributes optical power to two or more output devices in a certain ratio. Structurally, Y-branch splitter can be divided into symmetric and asymmetric types. In this example, we use FDTD to simulate the insertion loss, transmitted power and S-parameters of a symmetric Y-branch splitter.
YBranch_structure

Simulation settings

The Y-branch splitter is placed inside the glass. The Mesh Order in the FDTD solver determines which material to use in the overlapped region, with larger values having higher priority. So in this example, the Mesh Order of Si is set to 1 and the Mesh Order of SiO2SiO_{2} is set to 0.

In this example, the Y-branch splitter is symmetric up and down. The force symmetric y mesh function can be used to ensure that the mesh distribution of the top parts is same as that of bottom parts in the structure. View the index distribution of the device at any wavelength to verify that the mesh distribution meets the simulation requirements. The index_x distribution in the following figure demonstrates that the discretized structure constructed in the simulation is also symmetrical up and down, which satisfies our requirements.
YBranch_index

Simulation results

Since the device is symmetric from top to bottom, the light intensity in port2 and port3 should be equal when light is injected from port 1. The following figure shows the steady-state field distribution in the device, and the T curves of ports 2 and 3 obtained from the Frequency-Domain Field and Power (FDFP) monitor. As shown in the figure on the right below, the transmittances of the two output ports are almost equal (within 7.4E-08).
YBranch_EYBranch_T

Parameter Analyses

S-parameters are reflection and transmission coefficients of complex amplitude used to characterize the input/output relationship between the different ports of the device. The attached project contains a pre-defined S-parameter matrix sweep. Three ports with two modes have been added to the sweep. After running S-parameter sweep, the following figures indicate the normalized power transmission (abs^2 of s parameters) and insertion loss from port 1 to port 2 and port 3 in TE1 and TM0 modes.
YBranch_SMatrixTYBranch_SMatrixloss
As shown in the first figure above, the transmittance of S21 is equal to the transmittance of S31 at the corresponding mode, which generates ~50-50 splitting ratio of the Y-branch splitter. In the second figure above, it can be seen that the insertion loss of the two ports at the TM0 mode is less than 4dB within the operating bandwidth, and the insertion loss of the TE1 mode is between 11-14dB. In conclusion, the Y splitter in this example has small insertion loss for the fundamental mode (TM0).

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