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Abstract
The problem of electromagnetic mutual coupling of scatterers in the three-dimensional regular infinite arrays is considered. The arrays are infinite in the XY-coordinate plane and finite along the OZ-axis, their volume cells have rectangular shape. Each scatterer can be described by two coupled dipoles (electric and magnetic) having the same direction, i.e., the scatterers are uniaxial chiral particles. The field interaction of these objects can be an important factor in the theory of bianisotropic composite media and also concerns the antenna array theory. A simple and rigorous model of such an interaction is developed.