{"title":"自适应MIMO-OFDM无线局域网信道估计误差影响的经验公式","authors":"W. Yamada, N. Kita, A. Ando","doi":"10.1109/APS.2007.4396170","DOIUrl":null,"url":null,"abstract":"The IEEE802.11a standard for indoor wireless LAN systems was released commercially and is wide spread in the marketplace. To achieve higher throughput, IEEE802.11n was proposed and is now undergoing standardization. The MIMO-OFDM technique, which employs multiple antennas for transmission and reception, is the core technology for IEEE802.11n (Foshini and Gans, 1998). This technique requires estimation of channel state information (CSI) on the receiving side. Using the technique called adaptive MIMO-OFDM (Telatar, 1999) in which CSI is applied to both the transmitting and receiving sides, an even higher throughput is achieved. To achieve the maximum performance from adaptive MIMO-OFDM, we must accurately estimate the CSI for all the subcarriers; however, numerous calculations are needed to obtain this estimation. So, to actualize the adaptive MIMO-OFDM system, the calculation load must be decreased. This can be accomplished by applying one CSI to other subcarriers. However, channel error exists between the actual channel and the applied CSI. The channel error also plays a role in decreasing the communications quality (Medard, 2000). The communications quality when using the adaptive MIMO-OFDM technique that has CSI error was evaluated by simulation (Narula et al., 1998). However, there are few measurement evaluation reports on CSI error. This paper focuses on the ratio between the power of the eigenvalue and the interference power that suppresses the communication quality based on the measurement results. We propose an empirical formula for predicting the signal to interference ratio (SIR), which is the ratio between the power of the eigenvalue and the interference power. This SIR empirical formula helps to predict the communication quality and simplify the simulation.","PeriodicalId":117975,"journal":{"name":"2007 IEEE Antennas and Propagation Society International Symposium","volume":null,"pages":null},"PeriodicalIF":0.0000,"publicationDate":"2007-06-09","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"2","resultStr":"{\"title\":\"Empirical formula of effect on channel estimation error for adaptive MIMO-OFDM based WLAN system\",\"authors\":\"W. Yamada, N. Kita, A. Ando\",\"doi\":\"10.1109/APS.2007.4396170\",\"DOIUrl\":null,\"url\":null,\"abstract\":\"The IEEE802.11a standard for indoor wireless LAN systems was released commercially and is wide spread in the marketplace. To achieve higher throughput, IEEE802.11n was proposed and is now undergoing standardization. The MIMO-OFDM technique, which employs multiple antennas for transmission and reception, is the core technology for IEEE802.11n (Foshini and Gans, 1998). This technique requires estimation of channel state information (CSI) on the receiving side. Using the technique called adaptive MIMO-OFDM (Telatar, 1999) in which CSI is applied to both the transmitting and receiving sides, an even higher throughput is achieved. To achieve the maximum performance from adaptive MIMO-OFDM, we must accurately estimate the CSI for all the subcarriers; however, numerous calculations are needed to obtain this estimation. So, to actualize the adaptive MIMO-OFDM system, the calculation load must be decreased. This can be accomplished by applying one CSI to other subcarriers. However, channel error exists between the actual channel and the applied CSI. The channel error also plays a role in decreasing the communications quality (Medard, 2000). The communications quality when using the adaptive MIMO-OFDM technique that has CSI error was evaluated by simulation (Narula et al., 1998). However, there are few measurement evaluation reports on CSI error. This paper focuses on the ratio between the power of the eigenvalue and the interference power that suppresses the communication quality based on the measurement results. We propose an empirical formula for predicting the signal to interference ratio (SIR), which is the ratio between the power of the eigenvalue and the interference power. 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引用次数: 2
摘要
用于室内无线局域网系统的IEEE802.11a标准已经发布并在市场上广泛传播。为了实现更高的吞吐量,提出了IEEE802.11n,目前正在进行标准化。MIMO-OFDM技术采用多天线进行传输和接收,是IEEE802.11n的核心技术(Foshini and Gans, 1998)。这种技术需要在接收端估计信道状态信息(CSI)。使用称为自适应MIMO-OFDM (Telatar, 1999)的技术,其中CSI应用于发射和接收双方,实现了更高的吞吐量。为了实现自适应MIMO-OFDM的最大性能,必须准确估计所有子载波的CSI;然而,需要进行大量的计算来获得这个估计。因此,要实现自适应MIMO-OFDM系统,必须降低计算量。这可以通过将一个CSI应用于其他子载波来实现。但是,实际信道与应用的CSI之间存在信道误差。信道误差也会降低通信质量(Medard, 2000)。通过仿真对具有CSI误差的自适应MIMO-OFDM技术的通信质量进行了评价(Narula et al., 1998)。然而,关于CSI误差的测量评价报道很少。本文在测量结果的基础上,重点研究了特征值的功率与抑制通信质量的干扰功率之比。我们提出了一个预测信号干扰比(SIR)的经验公式,SIR是特征值的功率与干扰功率之比。该SIR经验公式有助于预测通信质量,简化仿真。
Empirical formula of effect on channel estimation error for adaptive MIMO-OFDM based WLAN system
The IEEE802.11a standard for indoor wireless LAN systems was released commercially and is wide spread in the marketplace. To achieve higher throughput, IEEE802.11n was proposed and is now undergoing standardization. The MIMO-OFDM technique, which employs multiple antennas for transmission and reception, is the core technology for IEEE802.11n (Foshini and Gans, 1998). This technique requires estimation of channel state information (CSI) on the receiving side. Using the technique called adaptive MIMO-OFDM (Telatar, 1999) in which CSI is applied to both the transmitting and receiving sides, an even higher throughput is achieved. To achieve the maximum performance from adaptive MIMO-OFDM, we must accurately estimate the CSI for all the subcarriers; however, numerous calculations are needed to obtain this estimation. So, to actualize the adaptive MIMO-OFDM system, the calculation load must be decreased. This can be accomplished by applying one CSI to other subcarriers. However, channel error exists between the actual channel and the applied CSI. The channel error also plays a role in decreasing the communications quality (Medard, 2000). The communications quality when using the adaptive MIMO-OFDM technique that has CSI error was evaluated by simulation (Narula et al., 1998). However, there are few measurement evaluation reports on CSI error. This paper focuses on the ratio between the power of the eigenvalue and the interference power that suppresses the communication quality based on the measurement results. We propose an empirical formula for predicting the signal to interference ratio (SIR), which is the ratio between the power of the eigenvalue and the interference power. This SIR empirical formula helps to predict the communication quality and simplify the simulation.