Space Time Block Coded Design for Low Complexity based LDPC Coded OFDM

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Abstract
DThe space time block coded (STBC) based
orthogonal frequency division multiplexing (OFDM) system
exhibits high peak-to-average power ratio (PAPR) and high
complexity if discrete Fourier transform (DFT)/ inverse
discrete Fourier transform (IDFT) is applied at the
transmitter/receiver .In this paper, a low density parity code
(LDPC) based space time coded OFDM system is considered
. Compared to the general LDPC based STC-OFDM system,
the proposed system can significantly achieve better PAPR
property and also exhibits lower transceiver complexity the
by exploiting both spatial diversity and the selective fading
diversity in wireless channels. An analysis on the capacity
and performance of Alamouti like STBC OFDM systems
over correlated fading channel, in the case of the channel
being known at the receiver is considered in this paper and
complexity analysis of LDPC based ST coded OFDM system
is evaluated and studied.
Keywords:LDPC, OFDM, STBC.
I.Introduction
The key challenge encountered in future broadband wireless
communication systems is to provide high speed data-rate
wireless access at high quality of service (QoS) through
severe multipath propagation channels[1]-[3]. In recent
years, the spatial dimension in a broadband wireless
communication system has been explored by employing
multiple transmit and/or receive antennas. This offers the
following several advantages over the traditional single
antenna system:
Spatial multiplexing gain which leads to higher
capacity.
Diversity gain which leads to more reliability.
The increasing demand for higher date rates requires
transmission over a broadband channel which is frequencyselective
[4]. As a result, inter-symbol interference (ISI) is The space time coding OFDM (STC-OFDM) system was
proposed in [6]. The performance of OFDM systems using
the Alamouti space time block code, which uses two transmit
antennas and one receive antenna in its simplest form of (2 ×
1 MISO channel) for the following reasons [7]:
1. The 2×1 Alamouti scheme offers full diversity gain of 2
without rate loss;
2. The Alamouti scheme is practically relevant. It has been
included in various 3.5G/4G wireless communication
standards such as 802.16-2005WiMAX and 3GPP LTE,
where it is used in the downlink to allow for low complexity
mobile terminals.
3. The Alamouti scheme does not require channel state
information (CSI) at the transmitter.
4. The Alamouti scheme has a low complexity maximumlikelihood
(ML) decoding algorithm and hence no dedicated
feedback channel. Several research groups have been
proposed low-density parity-check (LDPC) code design for
high-order modulations on single-input single-output (SISO)
channels to achieve spectral efficiency[8]-[12]. introduced,
which severely degrades the system performance. On the
other hand, the orthogonal frequency division multiplexing
(OFDM) transforms a frequency-selective MISO channel
into a set of parallel frequency-flat channel [5].
In this contribution, we design a low complexity transceiver
structure for LDPC based STC –OFDM system. Compared
with the general LDPC based STC-OFDM system, the
proposed system can significantly achieve both spatial
diversity and the selective fading diversity in wireless
channels, better PAPR property and also exhibits lower
transceiver complexity.
More recently, in [13], the complexity reduction and
performance of convolutional coded STBC- OFDM system
in fading channels is investigated. Since the STBC based on
LDPC codes turns out to be good candidate for higher order
modulations to achieve spectral efficiency. Here, we study
the realization of LDPC based MISO diversity for OFDM
systems over correlated Rayleigh channel, assuming that the
CSI is known only to the receiver. As a promising coding
technique to approach the channel capacity, Alamouti like STC is employed as the channel code in this system. The goal
of this paper is to provide a review of the basics of LDPC
based STC-OFDM wireless system with a focus on
transceiver design, implementation aspects. The remainder of
this article is organized as follows. The next section contains
a brief introduction into LDPC based STC-OFDM wireless
systems. We have then discussed capacity, outage capacity
and complexity analysis for the system. An analysis of LDPC
based STC-OFDM wireless systems is followed by a
summary of results on the computer simulation of LDPC
based STC-OFDM wireless systems transceiver. Finally, a
list of relevant open areas for further research is provided. 2.
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