Abstract :
Partially magnetized ferrites play an important role in a large class of microwave devices. For instance, when the optimal design of circulators, which operate with ferrite in the low magnetic field region, and other ferrite devices (phase shifters, isolators, etc.) are considered, permeability tensor is required for arbitrary magnetization. The existing models do not simultaneously provide all tensor components, and their validity domain is limited. The proposed model provides integral expressions for all permeability tensor components, which can be treated numerically without difficulties. The physical nature of the model enforces the causal aspect that is required when numerical time-domain methods (such as finite-difference time domain (FDTD), transmission-line matrix (TLM), time-domain finite-element method (TDFEM), etc.) are used. Finally, the comparison with measurements or specific cases, which can be treated by available models, demonstrates the validity of the proposed approach
Keywords :
ferrite circulators; ferrite isolators; ferrite phase shifters; finite difference time-domain analysis; finite element analysis; magnetic permeability; time-domain analysis; transmission line matrix methods; arbitrary magnetization state; ferrite circulators; ferrite isolators; ferrite permeability tensor; ferrite phase shifters; finite-difference time domain method; integral expressions; numerical time-domain methods; partially magnetized ferrites; time-domain finite-element method; transmission-line matrix; Circulators; Ferrite devices; Finite difference methods; Magnetic devices; Magnetic fields; Microwave devices; Permeability; Phase shifters; Tensile stress; Time domain analysis;