Author_Institution :
Dept. of Electr. Eng., Bucknell Univ., Lewisburg, PA, USA
Abstract :
There is growing interest in the use of directive antennas in wireless systems. An alternative approach to traditional designs, such as mechanically-rotatable reflector antennas and phased arrays, is the reactively-steered array (Gyoda, K. and Ohira, T., 2000; Thiel, D.V. and Smith, S., 2002), in which only a single array element is excited by the RF source, and the other elements are parasitically excited. The parasitic elements are loaded by reactances that can be varied to adjust the relative phases of the element excitations. Through an appropriate selection of reactive loads, the main beam of the array, or a , can be scanned to any desired direction. These arrays have the advantage of electronic pattern control without the complicated, expensive, and heavy feed network associated with traditional phased arrays. The paper presents a method that permits the fast calculation of radiation patterns of reactively-steered arrays for new sets of reactive loads applied to the parasitic elements. It is a much faster approach than applying full-wave analysis every time the load reactances change. The scan element pattern matrix and the mutual impedance matrix used in the method incorporate all of the effects of nearby scatterers to the extent that they are accurately modeled, but the matrices are computed only once for a given array geometry.
Keywords :
antenna feeds; antenna phased arrays; antenna radiation patterns; antenna theory; directive antennas; impedance matrix; matrix inversion; matrix multiplication; directive antennas; electronic pattern control; matrix inversion; matrix multiplications; mutual impedance matrix; phased arrays; radiation pattern calculation; reactively-loaded parasitic elements; reactively-steered array antennas; reflector antennas; scan element pattern matrix; Antenna arrays; Antenna radiation patterns; Directive antennas; Feeds; Impedance; Phased arrays; Radio frequency; Reflector antennas; Scattering; Solid modeling;