In the realm of computational electromagnetics and nanophotonics, Ansys Lumerical FDTD (Finite-Difference Time-Domain) stands as one of the most powerful and widely adopted simulation tools available today. This comprehensive tutorial is designed to guide you through the essential concepts, practical workflows, and advanced techniques needed to become proficient in using Lumerical FDTD for optical device design and analysis.
) fields are calculated at alternating spatial and temporal points. The grid size (
Start by selecting materials from the default database or importing custom refractive index ( ) data. Lumerical uses multi-coefficient models to ensure high accuracy over broad wavelengths. Build the Geometry:
The Perfectly Matched Layer (PML) is the gold standard for absorbing boundary conditions in FDTD simulations. PML boundaries are designed to absorb incident radiation with minimal reflection, effectively simulating electromagnetic wave propagation to infinity. The PML achieves this by implementing an impedance-matched absorbing layer at the simulation region edges.
: Select the Mesh Accuracy level (scaled from 1 to 8). For basic prototyping, an accuracy level of 2 or 3 balances speed and precision. For publication-grade results, choose level 4 or higher. Boundary Conditions :
Complete the FDTD 100 series on the Ansys Innovation Space to earn a certificate of completion.
While simple plane waves suffice for basic transmission, the is the powerhouse for scattering problems.
: Ideal for integrated photonics. It calculates the supported waveguide or fiber modes natively. You select the injected mode (e.g., fundamental TE or TM) directly from a built-in mode solver.
Users on Ansys Innovation Space frequently highlight the "FDTD 100" introductory course as essential for beginners. It covers everything from the basic Yee cell algorithm to complex 3D geometry setup.
Use the dropdown to add primitives like rectangles, cylinders, or rings. For custom shapes, use the Polygon tool or import a GDSII file. Always group related structures into a Structure Group .
To visualize electric/magnetic fields at specific wavelengths.