14.11.12

Sidelobe control of a time-modulated reflector-array Sidelobe control of a time-modulated reflector-array Sidelobe control of time modulated reflector array


Introduction
The concept of a time-modulated reflector array (TMRA) is introduced and investigated. A TMRA is proposed as a variant of a conventional time-modulated array. TMRAs are potentially simpler to implement in hardware as it does not require a complex feed structure. A simple 8-element TMRA is analysed using both array-factor theory and full-wave electromagnetic simulation software. The switching sequence applied to the TMRA is configured to produce radiation patterns with low sidelobe levels. The performance of the TMRA consisting of ideal, isotropic elements is compared to that of  the TMRA consisting of diode controlled dipole elements.

The TMRA concept and description

TMRA consists of a grid of scattering elements which are illuminated by a feed. In TMRA pattern control is achieved by controlling the active scattering (or reflecting) time of the elements. The elements are assumed be switchable between highly reflecting (ON) and non-reflecting (OFF) states.
 
 Fig. 1 TMRA consisting of pin diode loaded dipole elements

Let the i-th element (i=1,N) be periodically switched on and off at times defined by  tion  and tioff    . Under these conditions, the TMRA will generate far-field scattering pattern at the fundamental frequency given by
Hence, we can directly apply an amplitude weighting function to the element energisation times


Fig. 2 The TMRA element switching sequence: 8 elements are energised with time periods which correspond to a  -30 dB Chebyshev weighting


Results

Fig. 3 Scattering patterns for the time-modulated reflector array at the fundamental frequency (non-suppressed and suppressed by -30dB Chebyshev weighting), calculated using isotropic element patterns and without mutual coupling


Fig. 4 Scattering patterns for the time-modulated dipole reflector array at the fundamental frequency (non-suppressed and suppressed with -30 dB Chebyshev weighting), calculated using the embedded element pattern



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