Abstract
The emergence of MIMO communications systems as practical high-data-rate wireless communications systems has created several technical challenges to be met. On the one hand, there is potential for enhancing system performance in terms of capacity and diversity. On the other hand, the presence of multiple transceivers at both ends has created additional cost in terms of hardware and energy consumption. For coherent detection as well as to do optimization such as water filling and beamforming, it is essential that the MIMO channel is known. However, due to the presence of multiple transceivers at both the transmitter and receiver, the channel estimation problem is more complicated and costly compared to a SISO system. Several solutions have been proposed to minimize the computational cost, and hence the energy spent in channel estimation of MIMO systems. We present a novel method of minimizing the overall energy consumption. Unlike existing methods, we consider the energy spent during the channel estimation phase which includes transmission of training symbols, storage of those symbols at the receiver, and also channel estimation at the receiver. We develop a model that is independent of the hardware or software used for channel estimation, and use a divide-and-conquer strategy to minimize the overall energy consumption.
Highlights
The use of multiple-input multiple-output (MIMO) channels formed using multiple transmit/receive antennas has been demonstrated to have great potential for achieving high data rates [1]
In [5], reducing the order of MIMO systems by selection of antennae is given as a viable option to minimize energy consumption both at the receiver and transmitter, without degrading the system performance
We focus on MIMO channel estimation subject to delay and error constraints
Summary
The use of multiple-input multiple-output (MIMO) channels formed using multiple transmit/receive antennas has been demonstrated to have great potential for achieving high data rates [1]. Of concern is the increased complexity associated with multiple transmit/receive antenna systems. Increased hardware cost is required to implement multiple RF chains and adaptive equalizers. Increased complexity and energy is required to estimate large-size MIMO channels. Energy conservation in MIMO systems has been considered in different perspectives. In [3, 4], energy consumption is minimized at the receiver by using low-rank equalization. In [5], reducing the order of MIMO systems by selection of antennae is given as a viable option to minimize energy consumption both at the receiver and transmitter, without degrading the system performance. The authors claim in [6] that single-input single-output (SISO)
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More From: EURASIP Journal on Wireless Communications and Networking
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