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A-V formulation for numerical modelling of superconductor magnetization in true 3D geometry (Comsol 5.4).A Coupled A–H Formulation for Magneto-Thermal Transients in High-Temperature Superconducting Magnets (Comsol 5.4).A new benchmark problem for electromagnetic modelling of superconductors: the high- T c superconducting dynamo.AC Losses Calculation in REBCO Coils or Stacks (Python 3.6).H-ϕ Formulation in COMSOL Multiphysics for Simulating the Magnetization of Bulk Superconductors and Comparison With the H-Formulation (Comsol).Open-Source 2D FDM Simulation for HTS Cables (MATLAB2016b and Python 3.7).ANSYS APDL Codes for Modelling the Critical State Magnetization Current in REBCO Tape Stacks with a Large Number of Layers Using the A-V Formulation.GetDP Scripts for Simulating Superconductors and Soft Ferromagnetic Materials (GetDP).MATLAB Scripts for Simulation of Superconductors (Tapes, Bars and Cylinders) (MATLAB 2016b or newer).
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T-A Multi-Scale and Homogeneous Models for the Benchmark #3 (Comsol).AC Losses in a Superconducting Magnet in the Presence of a Time-Dependent Transport Current (ANSYS 15.0).Effect of Longitudinal Non-uniformities on end-to-end V-I Characteristics of Superconducting Tapes (Matlab/GNU Octave).A 2-D T-A Formulation Model for Modelling a 2G HTS Stack (Comsol).A Mixed A- and H-Formulation Approach for Modeling Electrical Machines with Superconducting Windings (Comsol).3D Simulation of Superconducting Magnetic Shields and Lenses Using the Fast Fourier Transform (Matlab).Modeling and Simulation of Termination Resistances in Superconducting Cables (Comsol, Wolfram Mathematica).H-Formulation for Simulating Levitation Forces Acting on HTS Bulks and Stacks of 2G Coated Conductors (Comsol with Matlab).A General Model for Transient Simulations of SFCL in Power Grids (Matlab/Gnu Octave).A Parameter-Free Method to Extract the Superconductor’s Jc(B,θ) Field-Dependence (Comsol with Matlab).2-D Electro-Thermal Model for Simulating Nonuniform Quench of 2G HTS CCs (Comsol).3-D H-Formulation for Superconducting Wires and the Gmsh Cohomology Solver (Gmsh).
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