MODE

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Key Applications

  •  Waveguides
  • Tapers
  •  Couplers and resonators
  • Integrated optics
  • Electro-optic modulators
  •  Fibers
  • Thermal tuning and switching
  • Transmission lines
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Except for below applications, you can find more examples on Application Gallery

Key Features


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3D CAD Environment

3D CAD Environment and parameterizable simulation objects allow for rapid model iterations.

  • Build 1D, 2D or 3D models
  • Define custom surfaces and volumes
  • Parameterizable simulation objects
  • Import from STL, GDSII

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Nonlinearity and Anisotropy

Simulate devices fabricated with nonlinear materials or materials with spatially varying anisotropy.

  • Choose from a wide range of nonlinear, negative index, and gain models
  • Define new material models with flexible material plug-ins

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Advanced Conformal Mesh

Achieve high accuracy with your simulations, even with coarse meshes, thanks to submesh geometry sensitivity 

  • Compatible with dispersive and high-index contrast materials

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Multi-coefficient Models

Uses multi-coefficient models for accurate material modeling over broadband ranges.

  • Accurately represent real materials over broad wavelength ranges
  • Automatically generate models from sample data, or define the functions yourself.

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Powerful 3 Solvers

  • Finite Difference Eigenmode (FDE) solver 
  • 2.5D variational FDTD (varFDTD) solver
  • Bidirectional Eigenmode Expansion (EME) solver

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Finite Difference Eigenmode (FDE) solver

  • Solves full vectorial Maxwell’s equations at a single frequency 
  • The solver calculates the mode field profiles, effective index, and loss.
  • Integrated frequency sweep makes it easy to calculate group delay, dispersion, etc.

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2.5D variational FDTD (varFDTD) solver

  • 3D planar waveguide geometry collapsed into 2D effective materials
  • Effective material calculated for each unique vertical cross section 
  • Ideal for quick optimization of planar waveguide geometries

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Bidirectional Eigenmode Expansion (EME) solver

  • Efficient for the design and optimization of long tapers and periodic devices
  • Easily scaling up the structure size without recalculating any modes.
  • Unlike BPM, which relies on a slowly varying envelope approximation, the EME method makes no such approximations, and is a rigorous technique.

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Advanced Analysis

  • Bend loss analysis  
  • Overlap calculation / analysis
  • Modal area analysis
  • Helical waveguides