Mician Uwave Wizard →
The tool features over 450 pre-defined, fully parameterized building blocks, including irises, cavities, bends, junctions, and complex structures like Orthomode Transducers (OMTs) and feed horns.
Features tools for synthesizing horn antennas and reflector systems (prime focus, Gregorian, and Cassegrain) using Physical Optics (PO) .
In the competitive field of RF design, µWave Wizard is often used alongside tools like or CST Microwave Studio . While those tools are excellent for general 3D EM problems, µWave Wizard is the preferred choice for waveguide-based systems because: Mician Uwave Wizard
It utilizes the Mode-Matching Technique for standard waveguide geometries and integrates 2D/3D FEM for irregular shapes. This ensures each part of a structure is solved using the most efficient algorithm available.
It eliminates the need to mesh the entire 3D volume of a complex manifold, which significantly reduces "time-to-market." The tool features over 450 pre-defined, fully parameterized
It includes dedicated "Wizards" for the Synthesis of Bandpass Filters , lowpass filters, and antenna feeds. These tools can automatically generate a complete 3D model and schematic based on user-defined performance specifications.
Mician offers the software in several specialized packages to suit specific industry needs: While those tools are excellent for general 3D
Recent versions, such as µWave Wizard 2025 , have introduced enhanced multiphysics capabilities, mesh morphing for faster optimization, and direct NTL 3D viewer integration. Specialized Editions
Its ribbon-based UI and Schematic Editor make it accessible for both seasoned professionals and new RF engineers.
Mician (often written as uWave Wizard) is a specialized full-wave 3D electromagnetic (EM) design automation suite tailored for the rapid development of passive microwave components and antennas. Unlike general-purpose solvers that rely on a single simulation engine, µWave Wizard is renowned for its hybrid solver technology , which combines the speed of the Mode-Matching (MM) technique with the flexibility of the Finite Element Method (FEM) .