APMC 2001. 2001 Asia-Pacific Microwave Conference (Cat. No.01TH8577)
DOI: 10.1109/apmc.2001.985444
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Adaptive beamforming of ESPAR antenna based on stochastic approximation theory

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Cited by 17 publications
(14 citation statements)
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“…Here µ is a parameter called step size, whose value is often determined empirically or by trial and error. Also, it is effective for accelerating convergence if the step size is decreased as the iteration proceeds, for example, µ n = µ 0 e −αn [42]. Here µ 0 is the initial step size and α is the step size reduction ratio.…”
Section: Optimization Algorithmmentioning
confidence: 98%
“…Here µ is a parameter called step size, whose value is often determined empirically or by trial and error. Also, it is effective for accelerating convergence if the step size is decreased as the iteration proceeds, for example, µ n = µ 0 e −αn [42]. Here µ 0 is the initial step size and α is the step size reduction ratio.…”
Section: Optimization Algorithmmentioning
confidence: 98%
“…RF signal processing in this section is composed of a phase non-shifting element and a phase shifting element terminated with a variable capacitor. Since the phase nonshifting element and the phase shifting element are electro magnetically coupled, the output of the RF signal processing is a weighted sum of the received signal at each element [8]. At the receiver, special equalization is required to reduce the Inter Channel Interference (ICI) generated.…”
Section: An Rf Signal Processing Based Diversity Receiver For Thementioning
confidence: 99%
“…The number of subcarriers is assumed to be used for data transmission N. The V-BLAST processors performs MIMO decoding and frequency domain equalization, simultaneously. The channel matrices frequency components are given by (8) where ij H is channel matrices for receiver j from transmitter i, and the size of each matrices are (2 + N) x N, hence the matrices size of H are 2(N + 2) x 2N [1].…”
Section: Rf Signal Processing Based Mimo-ofdmmentioning
confidence: 99%
“…Since the performance of open loop BS-MIMO systems is known, the beamforming capabilities of ESPAR antennas [8], trigger the evaluation of such systems in closed loop environments. In particular, the authors in [9] propose a simple but efficient limited feedback technique, which adapts the transmit radiation pattern produced by the ESPAR antenna, according to channel conditions.…”
Section: Introductionmentioning
confidence: 99%