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JP3437528B2 - Symbol / frequency synchronization method for OFDM signal using symmetric preamble - Google Patents
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JP3437528B2 - Symbol / frequency synchronization method for OFDM signal using symmetric preamble - Google Patents

Symbol / frequency synchronization method for OFDM signal using symmetric preamble

Info

Publication number
JP3437528B2
JP3437528B2 JP2000150438A JP2000150438A JP3437528B2 JP 3437528 B2 JP3437528 B2 JP 3437528B2 JP 2000150438 A JP2000150438 A JP 2000150438A JP 2000150438 A JP2000150438 A JP 2000150438A JP 3437528 B2 JP3437528 B2 JP 3437528B2
Authority
JP
Japan
Prior art keywords
symbol
ofdm signal
samples
preamble
frequency
Prior art date
Legal status (The legal status is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the status listed.)
Expired - Fee Related
Application number
JP2000150438A
Other languages
Japanese (ja)
Other versions
JP2001333041A (en
Inventor
光哲 金
泰寛 金
賢▲チュル▼ 朴
南信 趙
宰煕 趙
昌彦 康
大植 洪
Current Assignee (The listed assignees may be inaccurate. Google has not performed a legal analysis and makes no representation or warranty as to the accuracy of the list.)
Samsung Electronics Co Ltd
Original Assignee
Samsung Electronics Co Ltd
Priority date (The priority date is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the date listed.)
Filing date
Publication date
Application filed by Samsung Electronics Co Ltd filed Critical Samsung Electronics Co Ltd
Publication of JP2001333041A publication Critical patent/JP2001333041A/en
Application granted granted Critical
Publication of JP3437528B2 publication Critical patent/JP3437528B2/en
Anticipated expiration legal-status Critical
Expired - Fee Related legal-status Critical Current

Links

Classifications

    • HELECTRICITY
    • H04ELECTRIC COMMUNICATION TECHNIQUE
    • H04LTRANSMISSION OF DIGITAL INFORMATION, e.g. TELEGRAPHIC COMMUNICATION
    • H04L7/00Arrangements for synchronising receiver with transmitter
    • H04L7/04Speed or phase control by synchronisation signals
    • H04L7/041Speed or phase control by synchronisation signals using special codes as synchronising signal
    • HELECTRICITY
    • H04ELECTRIC COMMUNICATION TECHNIQUE
    • H04LTRANSMISSION OF DIGITAL INFORMATION, e.g. TELEGRAPHIC COMMUNICATION
    • H04L27/00Modulated-carrier systems
    • H04L27/26Systems using multi-frequency codes
    • H04L27/2601Multicarrier modulation systems
    • H04L27/2647Arrangements specific to the receiver only
    • H04L27/2655Synchronisation arrangements
    • H04L27/2689Link with other circuits, i.e. special connections between synchronisation arrangements and other circuits for achieving synchronisation
    • H04L27/2692Link with other circuits, i.e. special connections between synchronisation arrangements and other circuits for achieving synchronisation with preamble design, i.e. with negotiation of the synchronisation sequence with transmitter or sequence linked to the algorithm used at the receiver
    • HELECTRICITY
    • H04ELECTRIC COMMUNICATION TECHNIQUE
    • H04LTRANSMISSION OF DIGITAL INFORMATION, e.g. TELEGRAPHIC COMMUNICATION
    • H04L5/00Arrangements affording multiple use of the transmission path
    • H04L5/0001Arrangements for dividing the transmission path
    • H04L5/0003Two-dimensional division
    • H04L5/0005Time-frequency
    • H04L5/0007Time-frequency the frequencies being orthogonal, e.g. OFDM(A) or DMT

Landscapes

  • Engineering & Computer Science (AREA)
  • Signal Processing (AREA)
  • Computer Networks & Wireless Communication (AREA)
  • Synchronisation In Digital Transmission Systems (AREA)

Description

【発明の詳細な説明】Detailed Description of the Invention

【0001】[0001]

【発明の属する技術分野】本発明は直交周波数分割多重
伝送方式(OFDM)信号のシンボル/周波数同期方法
に係り、より詳しくは対称構造のプリアンブルを利用し
てOFDM信号のシンボル同期を得る対称構造のプリア
ンブルを適用したOFDM信号のシンボル/周波数同期
方法に関する。
BACKGROUND OF THE INVENTION 1. Field of the Invention The present invention relates to a symbol / frequency synchronization method for orthogonal frequency division multiplexing (OFDM) signals, and more particularly, to a symbol structure of a symmetric structure for obtaining symbol synchronization of an OFDM signal by using a preamble having a symmetric structure. The present invention relates to a symbol / frequency synchronization method for an OFDM signal to which a preamble is applied.

【0002】[0002]

【従来の技術】直交周波数分割多重接続方式(Orthogona
l Frequency Division Multiplexing: 以下、OFDM
と称する)はデータをチャンネルを介して効率よく伝送
するのに強い。OFDMはデータを伝送するためにチャ
ンネル帯域幅内で多数の副搬送波周波数(sub-carrier f
requency)を使用する。これら副搬送波は、周波数分割
多重接続方式(frequency division multiplexing: FD
M)のような、従来の伝送方法に比べて帯域幅効率を最
適化するように配置されるので、搬送波間干渉(inter-c
arrier interference:ICI)を避けられる。また、O
FDM副搬送波にデータをコーディングすることは周波
数−選択フェージング(frequency-selective fading)に
よる損失を緩和させるように周波数ダイバーシチ(diver
sity)利点を得ることができる。
2. Description of the Related Art Orthogonal frequency division multiple access
l Frequency Division Multiplexing: Below, OFDM
(Referred to as) is effective in efficiently transmitting data through the channel. OFDM transmits a number of sub-carrier frequencies within the channel bandwidth for transmitting data.
requency). These sub-carriers are frequency division multiplexing (FD).
M) is arranged so as to optimize the bandwidth efficiency as compared with the conventional transmission method, so that inter-carrier interference (inter-c)
arrier interference (ICI) can be avoided. Also, O
Coding data on the FDM sub-carrier may be frequency diversity to mitigate the loss due to frequency-selective fading.
sity) can get the benefits.

【0003】OFDMシステムの場合、送信信号を正確
に復調するためには周波数誤差とシンボル同期を考慮す
べきである。シンボル開始点を正しく探すことができな
ければ、シンボル間干渉(inter-symbol interference:
ISI)が発生して伝送信号を正しく復元することがで
きない。一般的に、受信信号列間の相関値を利用してシ
ンボルの開始点を探す。相関値を求めるために特定した
プリアンブルの信号列を使用する。
In the case of an OFDM system, frequency error and symbol synchronization should be considered in order to accurately demodulate the transmitted signal. If the symbol starting point cannot be found correctly, inter-symbol interference:
ISI) occurs and the transmission signal cannot be correctly restored. Generally, the starting point of a symbol is searched for by using the correlation value between received signal sequences. The signal sequence of the specified preamble is used to obtain the correlation value.

【0004】図1乃至図4に基づき、従来のOFDM信
号のシンボル同期方法を説明する。図1は従来のOFD
M信号の受信装置のブロック図であり、図2は従来のO
FDM信号のプリアンブル構造を示した図面であり、図
3は従来の自己相関部の詳細な動作を説明するための図
面で、図4は従来のプリアンブル構造による相関値を示
したグラフである。
A conventional symbol synchronization method for an OFDM signal will be described with reference to FIGS. 1 to 4. Figure 1 shows the conventional OFD
FIG. 2 is a block diagram of an M signal receiving device, and FIG.
4 is a diagram showing a preamble structure of an FDM signal, FIG. 3 is a diagram for explaining a detailed operation of a conventional autocorrelation unit, and FIG. 4 is a graph showing a correlation value according to a conventional preamble structure.

【0005】OFDM信号を受信してベースバンドデー
タビットを復旧するため、OFDM受信機はRF(radio
frequency)受信機(図示せず)を介してデータr(n)を受
信する。自己相関部20は受信されたデータr(n)をシン
ボル長さNの半分(N/2)ほど遅らせ、遅延された信号r*
(k-D)と受信された信号r(n)の自己相関値を求める。ピ
ーク(peak)検出部40は求められたN/2個の自己相関値
の平均を求め、各サンプル別に求められた平均値のうち
最大値を検出する。時間/周波数同期部50は検出され
た最大値を利用してサンプル間の時間領域同期を得る。
時間領域でシンボル同期を正確に探した後は周波数誤差
(offset)問題を解決しなければならない。周波数誤差は
受信機の発振器が不正確な場合に発生する。周波数誤差
は復調された信号の振幅と位相を歪ませ、副チャンネル
間干渉を発生させOFDMシステムの全体的な性能を低
下させる。一般的に周波数誤差は整数倍周波数誤差と小
数倍周波数誤差とに区分される。時間/周波数同期部5
0は時間領域で保護区間を利用して副搬送波の小数倍周
波数誤差を推定して補償する。整数倍周波数を補償する
ために、副搬送波の小数倍周波数誤差が補償された信号
と受信された信号r(n)はIFFT(inverse fast fourie
r transform)部60で逆フーリエ変換される。前記逆変
換された信号とN個の差動信号v(k)間の相互相関値を計
算し、この相互相関値の平均を求め、サンプル別に相互
相関値の最大値を検出する。整数倍周波数同期部80で
は検出された最大値から整数倍周波数同期を得る。
In order to recover the baseband data bits by receiving the OFDM signal, the OFDM receiver has an RF (radio)
frequency) Data r (n) is received via a receiver (not shown). The autocorrelation unit 20 delays the received data r (n) by a half (N / 2) of the symbol length N to delay the delayed signal r *.
Find the autocorrelation value of (kD) and the received signal r (n). The peak detector 40 calculates the average of the calculated N / 2 autocorrelation values, and detects the maximum value among the calculated average values for each sample. The time / frequency synchronization unit 50 obtains time domain synchronization between samples using the detected maximum value.
Frequency error after accurately searching for symbol synchronization in the time domain
(offset) The problem has to be solved. Frequency errors occur when the receiver oscillator is inaccurate. The frequency error distorts the amplitude and phase of the demodulated signal, causes inter-channel interference, and degrades the overall performance of the OFDM system. Generally, the frequency error is classified into an integral multiple frequency error and a fractional multiple frequency error. Time / frequency synchronization unit 5
When 0 is used, the guard interval is used in the time domain to estimate and compensate the fractional frequency error of the subcarrier. In order to compensate the integral multiple frequency, the signal compensated for the decimal multiple frequency error of the subcarrier and the received signal r (n) are IFFT (inverse fast fourie).
Inverse Fourier transform is performed by the r transform) unit 60. The cross-correlation value between the inversely transformed signal and the N differential signals v (k) is calculated, the average of the cross-correlation values is calculated, and the maximum cross-correlation value is detected for each sample. The integral multiple frequency synchronization unit 80 obtains integral multiple frequency synchronization from the detected maximum value.

【0006】図2を参照すれば、従来のOFDM信号の
プリアンブルは時間領域で二つの区間に分けて全く等し
い信号列を持つようにさせる。即ち、プリアンブルはN/
2ほどの距離を隔てて同じサンプル列が反復された構造
であって、同じサンプルら間の距離は全てN/2に均一で
ある。図3には図1のシステムに図2のプリアンブルを
持つ受信信号r(n)を適用して自己相関値を求める方法が
図式的に説明されている。受信信号r(n)のプリアンブル
はN/2長さ毎に同じサンプル列が反復されN個のサンプ
ルで構成される。従って、自己相関部20は各サンプル
別にN/2ほど遅延された信号と自己相関値を求めてピー
ク検出部40に伝達する。
Referring to FIG. 2, the conventional OFDM signal preamble is divided into two sections in the time domain so as to have exactly the same signal sequence. That is, the preamble is N /
It has a structure in which the same sample row is repeated with a distance of about two, and the distances between the same samples are all N / 2 uniform. FIG. 3 diagrammatically illustrates a method of obtaining the autocorrelation value by applying the received signal r (n) having the preamble of FIG. 2 to the system of FIG. The preamble of the received signal r (n) is composed of N samples in which the same sample sequence is repeated every N / 2 length. Therefore, the autocorrelation unit 20 obtains a signal delayed by N / 2 and an autocorrelation value for each sample, and transmits the autocorrelation value to the peak detection unit 40.

【0007】図4のグラフの縦軸は自己相関値を表し、
横軸はサンプル番号である。示されたグラフの実験条件
は副搬送波の個数が64であり、アディティブ白色ガウ
ス雑音(additive white gaussian noise:AWGN)環境
下5dBに実験した結果である。64番目サンプルで最
大値を持たなければならないが、64番目サンプル周辺
で一層大きい相関値が生じたことを見られる。これは、
雑音とチャンネルの影響によりそもそも最大値になるべ
きサンプル周辺でシンボル時間同期にエラーが生じる可
能性が高まることを意味する。相関値計算式においてm
が0の場合を正確なシンボルの開始点だと仮定すれば、
d個のサンプルが外れる場合は次の通り表現できる。
The vertical axis of the graph of FIG. 4 represents the autocorrelation value,
The horizontal axis is the sample number. The experimental condition of the graph shown is the result of experimenting at 5 dB in an additive white gaussian noise (AWGN) environment where the number of subcarriers is 64. It must be seen that the 64th sample must have a maximum value, but around the 64th sample a larger correlation value occurred. this is,
This means that the influence of noise and the channel increases the possibility that an error will occur in the symbol time synchronization around the sample that should have the maximum value in the first place. M in the correlation value calculation formula
Assuming 0 is the exact starting point of the symbol,
When the d samples are off, it can be expressed as follows.

【0008】[0008]

【数4】 [Equation 4]

【0009】受信信号r(n+d)とThe received signal r (n + d)

【0010】[0010]

【数5】 は相異なるシンボルに属した信号なので、相関性があっ
てはいけないが、前記式(4)においてr(n+d)と
[Equation 5] Since the signals belong to different symbols, there should be no correlation, but in the above equation (4), r (n + d) and

【0011】[0011]

【数6】 は相変らずお互い相関性を持っている。従って、外れた
サンプルの個数が少ない場合は正確なシンボル開始点と
の相関値差を著しく示すことができない。絶対値記号が
使われるので外れたサンプルにAWGNが混ざる場合、
シンボルの実際開始点の近傍で最大の相関値を持つこと
ができる。
[Equation 6] Are still correlated with each other. Therefore, when the number of deviated samples is small, it is not possible to show a significant difference in correlation value with the accurate symbol start point. If AWGN is mixed in the sample that is out of order because the absolute value symbol is used,
It can have the largest correlation value near the actual starting point of the symbol.

【0012】前述した通り、従来のOFDM信号のシン
ボル同期方法によれば、第1に、従来のOFDM信号を
復調するために使用したプリアンブルは同期変復調方式
では使用できない短所がある。第2に、正確なシンボル
の開始点から外れるごとに相関性ない信号の個数が外れ
たサンプルの数と一致する。これにより、元々のシンボ
ル開始点の近くでは雑音とチャンネルの影響によりエラ
ーが生ずる確率が高い。第3に、周波数誤差推定におい
て同じサンプル間の距離がN/2に均一なので、小数倍周
波数誤差と整数倍周波数誤差を各々推定すべきである。
As described above, according to the conventional OFDM signal symbol synchronization method, firstly, the preamble used to demodulate the conventional OFDM signal cannot be used in the synchronous modulation / demodulation method. Second, the number of uncorrelated signals each time it deviates from the exact starting point of the symbol matches the number of deviated samples. As a result, there is a high probability that an error will occur near the original symbol start point due to the effects of noise and channels. Third, since the same distance between samples is N / 2 in frequency error estimation, the fractional frequency error and the integer frequency error should be estimated respectively.

【0013】[0013]

【発明が解決しようとする課題】本発明は前述したよう
な問題点を解決するために提案されたものであって、本
発明の目的は雑音及び振幅と位相歪曲を引き起こす多重
経路チャンネルを通過したOFDM受信信号のタイミン
グ同期と微細周波数同期の正確度を高めたOFDM信号
のシンボル/周波数同期方法を提供することである。本
発明の他の目的は元来のシンボル開始点の近くで発生で
きるエラー確率を改善したOFDM信号のシンボル/周
波数同期方法を提供することである。本発明のさらに他
の目的は周波数誤差推定範囲を広められるOFDM信号
のシンボル/周波数同期方法を提供することである。
SUMMARY OF THE INVENTION The present invention has been proposed to solve the above-mentioned problems, and an object of the present invention is to pass a multipath channel which causes noise and amplitude and phase distortion. An object of the present invention is to provide a symbol / frequency synchronization method for an OFDM signal with improved accuracy of timing synchronization and fine frequency synchronization of the OFDM reception signal. Another object of the present invention is to provide a symbol / frequency synchronization method for an OFDM signal with an improved error probability that can occur near the original symbol start point. Still another object of the present invention is to provide a symbol / frequency synchronization method for an OFDM signal, which can widen a frequency error estimation range.

【0014】[0014]

【課題を解決するための手段】前述したような目的を達
成するため、本発明に係るOFDM信号のシンボル/周
波数同期方法は、対称形構造を持つプリアンブルを適用
してOFDM信号のシンボル/周波数同期を得る。前記
プリアンブルはOFDMシンボル長さNの1/2長さ又
は1/2n以下の長さに対称に構成される。本発明に係
るOFDM信号のシンボル/周波数同期方法は、(A)
対称形構造のプリアンブルを持つOFDM信号を受信す
る段階、(B)前記OFDM信号のサンプルを得るため
に前記OFDM信号をアナログ信号からデジタル信号に
変換する段階、(C)前記OFDM信号のシンボル/周
波数同期を得るために前記受信されたOFDM信号から
プリアンブルを分離する段階、(D)前記対称形プリア
ンブルを構成する同一サンプル間の相関値を求める段
階、(E)OFDM信号のシンボル/周波数同期を得る
段階とから構成される。
In order to achieve the above-mentioned object, a symbol / frequency synchronization method of an OFDM signal according to the present invention applies a symbol / frequency synchronization of an OFDM signal by applying a preamble having a symmetrical structure. To get The preamble is symmetrically configured to have a length of 1/2 or less than 1 / 2n of the OFDM symbol length N. An OFDM signal symbol / frequency synchronization method according to the present invention is (A)
Receiving an OFDM signal having a symmetric structure preamble, (B) converting the OFDM signal from an analog signal to a digital signal to obtain samples of the OFDM signal, (C) a symbol / frequency of the OFDM signal Separating a preamble from the received OFDM signal to obtain synchronization, (D) obtaining a correlation value between the same samples forming the symmetrical preamble, (E) obtaining symbol / frequency synchronization of the OFDM signal And stages.

【0015】(E)段階のシンボル同期獲得段階は、
(E1) 対称形プリアンブルを構成するN個のサンプ
ルから同じサンプル間の自己相関値を求める段階と、
(E2)前記求められた自己相関値の合計を求める段階
と、(E3) 前記相関値の合計の絶対値を取って各サ
ンプル別に割り当てられたバッファに保存する段階と、
(E4) 前記各サンプルに割り当てられたバッファに
保存されたデータが最大のサンプルnをシンボルの開始
点として検出する段階とから構成される。
The symbol synchronization acquisition step (E) is as follows:
(E1) obtaining an autocorrelation value between the same samples from N samples constituting the symmetric preamble,
(E2) obtaining the sum of the obtained autocorrelation values, and (E3) taking the absolute value of the sum of the correlation values and storing it in a buffer allocated to each sample,
(E4) detecting the sample n having the maximum data stored in the buffer allocated to each sample as the start point of the symbol.

【0016】(F)段階の周波数同期獲得段階は、(F
1)プリアンブルを構成する同一サンプル間の相関値を
用いて位相値を求める段階と、(F2)(F1)段階で
求められた位相値とサンプルとの距離を用いて同一サン
プル間の周波数誤差を計算する段階と、(F3)同一サ
ンプル間の周波数誤差を用いてOFDM信号の周波数誤
差を推定する段階とから構成される。(E)段階の周波
数同期獲得時シンボルを構成する相関サンプル間の距離
によって相異なる加重値を適用して周波数誤差を推定す
ることができる。前記加重値はサンプル間の距離が遠ざ
かるほど加重値の値が増える。前記加重値はサンプル間
の距離が遠ざかるほど指数関数的に増える。前記加重値
はサンプル間の距離が遠ざかるほど整数倍に増える。
The frequency synchronization acquisition stage of the (F) stage is (F)
1) The step of obtaining a phase value using the correlation value between the same samples forming the preamble, and the frequency error between the same samples using the distance between the phase value obtained in steps (F2) and (F1) and the sample. The step of calculating and the step of (F3) estimating the frequency error of the OFDM signal using the frequency error between the same samples. The frequency error can be estimated by applying different weighting values depending on the distances between the correlation samples forming the symbols at the time of (E) frequency synchronization acquisition. The weight value increases as the distance between the samples increases. The weight value increases exponentially as the distance between samples increases. The weight value increases as an integer multiple as the distance between the samples increases.

【0017】本発明に係るプリアンブルは二つの対称部
分で構成されており、二つの対称部分で同じシンボル列
間の相関値を求めて最大になる点をOFDMシンボルの
開始点として探す。同じ信号列間の相関値はお互い著し
い差を示すので、OFDM信号の開始点を正確に推定で
きる。従って、対称構造のプリアンプルを使用すれば、
小数倍周波数誤差のみならず整数倍周波数誤差推定が可
能になり、サンプル間の距離により加重値を適用するこ
とにより周波数同期の性能を向上させられる。
The preamble according to the present invention is composed of two symmetrical portions, and the maximum value is obtained as the starting point of the OFDM symbol by obtaining the correlation value between the same symbol sequences in the two symmetrical portions. Since the correlation values between the same signal sequences show a significant difference from each other, the starting point of the OFDM signal can be accurately estimated. Therefore, if you use a symmetric preampule,
It is possible to estimate not only the fractional frequency error but also the integer frequency error, and the performance of frequency synchronization can be improved by applying the weighted value according to the distance between samples.

【0018】 〔発明の詳細な説明〕以下、添付した図面に基づき本発
明の望ましい実施形態を詳述する。図5は本発明に係る
OFDM信号受信装置のブロック図で、図6は本発明に
係るプリアンブル構造を示した図面であり、図7は本発
明に係る自己相関部の詳細な動作を説明するための図面
で、図8は本発明に係るプリアンブル構造による相関値
を示したグラフである。
DETAILED DESCRIPTION OF THE INVENTION Hereinafter, preferred embodiments of the present invention will be described in detail with reference to the accompanying drawings. FIG. 5 is a block diagram of an OFDM signal receiving apparatus according to the present invention, FIG. 6 is a diagram showing a preamble structure according to the present invention, and FIG. 7 is for explaining a detailed operation of an autocorrelation unit according to the present invention. 8 is a graph showing a correlation value according to a preamble structure according to the present invention.

【0019】OFDM信号を受信してベースバンドデー
タビットを復旧するため、OFDM受信システム(図示
せず)はRF(radio frequency)受信機(図示せず)を介
してOFDM信号R(n)を受信する(段階A)。OFDM
送信機(図示せず)で伝送しようとする信号をs(k)としよ
う。入力信号が送信機のIFFT(図示せず)を経るようにな
れば次の通り表現される。
An OFDM receiving system (not shown) receives an OFDM signal R (n) via an RF (radio frequency) receiver (not shown) to receive the OFDM signal and recover the baseband data bits. (Step A). OFDM
Let s (k) be the signal to be transmitted by a transmitter (not shown). If the input signal goes through the IFFT (not shown) of the transmitter, it is expressed as follows.

【0020】[0020]

【数7】 伝送された信号は多経路チャンネルを経て、AWGNが
加えられて次の通り表現される。
[Equation 7] The transmitted signal goes through a multipath channel, AWGN is added, and is expressed as follows.

【0021】[0021]

【数8】 ここで、w(n)はAWGNを表し、h(n-τ)はチャンネル
の時間領域応答関数を表す。受信機から発生する周波数
誤差を考慮すれば受信信号は次の通り表現される。
[Equation 8] Here, w (n) represents AWGN and h (n-τ) represents the time domain response function of the channel. Considering the frequency error generated from the receiver, the received signal is expressed as follows.

【0022】[0022]

【数9】 ここで、δは1/NTに定数がかけられた形態である。
これは受信機から発生する周波数誤差をモデリングした
ことである。NはFFTの大きさであり、Tはサンプリ
ング周期を表す。H(k)は周波数領域でチャンネル応答
関数を表す。
[Equation 9] Here, δ is a form obtained by multiplying 1 / NT by a constant.
This is to model the frequency error generated by the receiver. N is the size of FFT, and T represents the sampling period. H (k) represents the channel response function in the frequency domain.

【0023】受信されたOFDM信号はシンボル/周波
数同期を得るのに使われる対称形構造のプリアンブルを
含む。プリアンブルの構造は図6に示されている。これ
は正確なシンボルの開始点を得るためのことであって、
シンボル長さをNとすれば、プリアンブルは長さがN/
2のサンプル列が対称形態に配列される構造である。即
ち、一番目サンプル値とN番目サンプル値が同一であ
り、N/2番目サンプル値と(N/2+1)番目サンプル値が
同一である。従って、同じサンプル間の距離は各サンプ
ル毎に異なる。プリアンブルのサンプル列は1/2n以
下の長さに対称に構成されうる。この際、nは整数であ
る。
The received OFDM signal contains a symmetrical preamble used to obtain symbol / frequency synchronization. The structure of the preamble is shown in FIG. This is to get the exact starting point of the symbol,
If the symbol length is N, the length of the preamble is N /
This is a structure in which two sample rows are arranged symmetrically. That is, the first sample value and the Nth sample value are the same, and the N / 2nd sample value and the (N / 2 + 1) th sample value are the same. Therefore, the distance between the same samples is different for each sample. The preamble sample sequence may be symmetrically configured to have a length of 1 / 2n or less. At this time, n is an integer.

【0024】受信されたOFDM信号のサンプルを得る
ためにOFDM信号をアナログからデジタル信号に変換
する(段階B)。OFDM信号のシンボル/周波数同期
を得るためにOFDM信号からプリアンブルを分離する
(段階C)。相関部220は段階(C)で分離された対
称形プリアンブルを以て周波数誤差を計算するため、対
称形プリアンブルを構成する同一サンプル間の相関値を
求める(段階D)。図7を参照すれば、相関値は距離が
相異なる同一サンプル間の相関値を求めてシンボルタイ
ミング/周波数同期部260に譲り渡す。
The OFDM signal is converted from an analog to a digital signal to obtain samples of the received OFDM signal (step B). The preamble is separated from the OFDM signal to obtain symbol / frequency synchronization of the OFDM signal (step C). Since the correlator 220 calculates the frequency error using the symmetric preambles separated in step (C), it obtains the correlation value between the same samples forming the symmetric preamble (step D). Referring to FIG. 7, as the correlation value, the correlation value between the same samples having different distances is obtained and transferred to the symbol timing / frequency synchronization unit 260.

【0025】シンボルタイミング/周波数同期部260
はOFDM信号のシンボル/周波数同期を得るための段
階Eを行う。すなわち、OFDM信号のシンボル/周波
数同期獲得段階Eは、次のような細部段階を含む。対称
形プリアンブルを構成するN個のサンプルから同一なサ
ンプル間の自己相関値を求める(段階E1)。段階E1
で求められた自己相関値の合計を求める(段階E2)。
段階E2で求めた合計の絶対値を取って各サンプル別に
割当てられたバッファに貯蔵する(段階E3)。段階E
3で前記サンプルに割当てられたバッファに貯蔵された
データが最大のサンプルnをシンボルの開始点として検
出する(段階E4)。OEDMシンボルの開始点S
startは次の式により求める。
Symbol timing / frequency synchronization section 260
Performs step E to obtain symbol / frequency synchronization of the OFDM signal. That is, the symbol / frequency synchronization acquisition step E of the OFDM signal includes the following detailed steps. An autocorrelation value between the same samples is obtained from N samples forming the symmetric preamble (step E1). Stage E1
Then, the total of the autocorrelation values obtained in (3) is obtained (step E2).
The absolute value of the sum obtained in step E2 is taken and stored in the buffer allocated to each sample (step E3). Stage E
In step 3, the sample n having the maximum data stored in the buffer assigned to the sample is detected as the start point of the symbol (step E4). Starting point S of OEDM symbol
start is calculated by the following formula.

【0026】[0026]

【数10】 シンボルの開始点は小数倍周波数誤差を最も正確に探し
出す基準となる。検出されたシンボルの開始点の位置は
次の式により検証される。
[Equation 10] The starting point of the symbol is the most accurate reference for finding the fractional frequency error. The position of the starting point of the detected symbol is verified by the following formula.

【0027】[0027]

【数11】 [Equation 11]

【0028】[0028]

【数12】 [Equation 12]

【0029】ここで、dは0でない整数であって外れた
サンプルの個数を表す。一サンプルでも外れた場合は相
関値計算結果が平均的に0になる。これはお互いかけら
れる信号成分間に相関性がなくなるためである。受信信
号にAWGNが付加されてもAWGNと送信信号間には
相関性が存在しないので、極めて小さな値を持つように
なる。
Here, d is an integer other than 0 and represents the number of deviated samples. When even one sample is off, the correlation value calculation result becomes 0 on average. This is because there is no correlation between the signal components applied to each other. Even if AWGN is added to the received signal, there is no correlation between AWGN and the transmitted signal, so that it has an extremely small value.

【0030】シンボルタイミング/周波数同期部260
はOFDM信号のシンボル/周波数同期を得るE段階
で、OFDM信号の周波数同期を得るため周波数誤差を
推定する。周波数周波数同期獲得段階は次のような細部
段階により行われる。先ず、プリアンブルを構成する同
一サンプル間の相関値を用いて位相値を求めるF1段階
が行われる。次いで、F1段階で求められた位相値とサ
ンプル間の距離を用いて同一サンプル間の周波数誤差を
計算する(段階F2)。同一サンプル間の周波数誤差を
用いてOFDM信号の周波数誤差を推定する(段階F
3)。
Symbol timing / frequency synchronizing section 260
In step E, which obtains the symbol / frequency synchronization of the OFDM signal, estimates the frequency error to obtain the frequency synchronization of the OFDM signal. Frequency The frequency synchronization acquisition step is performed by the following detailed steps. First, step F1 of obtaining a phase value using the correlation value between the same samples forming the preamble is performed. Then, the frequency error between the same samples is calculated using the phase value and the distance between the samples obtained in the step F1 (step F2). The frequency error of the OFDM signal is estimated using the frequency error between the same samples (step F
3).

【0031】周波数誤差推定は次の式により求める。The frequency error estimation is obtained by the following equation.

【数13】 ここで、[Equation 13] here,

【0032】[0032]

【数14】 は誤差推定値であり、Nはシンボルの長さを表す。即
ち、誤差推定値はそれぞれの相関値計算結果をサンプル
間の距離で割った値をN/2サンプルほど加算してN/
2で割ったものである。
[Equation 14] Is the error estimate and N represents the length of the symbol. That is, the error estimated value is calculated by dividing each correlation value calculation result by the distance between samples and adding N / 2 samples to obtain N /
It is divided by two.

【0033】周波数誤差推定では二つのサンプル間の距
離によって推定できる周波数誤差の範囲が違うという特
徴がある。一般的にそれぞれの相関値計算結果をサンプ
ル間の距離に割らないGIBによる二つのサンプル間の
相関値を以ては小数倍の周波数誤差しか推定することが
できない。しかし、二つのサンプル間の距離が近づけば
範囲が広まり、整数倍の周波数誤差までも推定すること
ができる。相関値を計算する場合、サンプル間の距離が
最も近いことは一つのサンプル差が出る場合である。対
称形プリアンブル構造はこのような条件を満たす。この
ようにサンプルの距離が短い相関値を用いれば小数倍周
波数誤差のみならず整数倍周波数誤差も推定にできる。
即ち、周波数誤差の推定範囲が広まる。
The frequency error estimation is characterized in that the range of frequency error that can be estimated differs depending on the distance between two samples. Generally, only a fractional frequency error can be estimated with a correlation value between two samples by GIB that does not divide each correlation value calculation result into the distance between samples. However, if the distance between the two samples is reduced, the range becomes wider, and even a frequency error that is an integral multiple can be estimated. When calculating the correlation value, the distance between the samples is the shortest when there is one sample difference. The symmetric preamble structure satisfies such a condition. In this way, not only the decimal multiple frequency error but also the integer multiple frequency error can be estimated by using the correlation value having the short sample distance.
That is, the estimation range of the frequency error is widened.

【0034】しかし、推定範囲が広まるとその正確度が
低くなるので、F段階でシンボルを構成する相関サンプ
ル間の距離により相異なる加重値を適用して周波数誤差
を推定できる。図6を参照すれば、N/2番目サンプル
と(N/2+1)番目サンプル間の距離αを1と仮定す
れば、二番目サンプルと(N−1)番目サンプル間の距
離βは(N−3)になり、一番目サンプルとN番目サン
プル間の距離γは(N−1)になる。即ち、同一なサン
プル間の距離が相異なる。この際、加重値はサンプル間
の距離が遠ざかるほど加重値の値を増やして適用でき
る。例えば、加重値はサンプル間の距離が遠ざかるほど
指数関数的に増える。他の方法ではサンプル間の距離が
遠ざかるほど加重値を整数倍に増やす。
However, since the accuracy becomes low as the estimation range widens, the frequency error can be estimated by applying different weighting values depending on the distance between the correlation samples forming the symbols in the F stage. Referring to FIG. 6, assuming that the distance α between the N / 2nd sample and the (N / 2 + 1) th sample is 1, the distance β between the second sample and the (N−1) th sample is (N− 3), and the distance γ between the first sample and the Nth sample becomes (N-1). That is, the distance between the same samples is different. At this time, the weight value can be applied by increasing the weight value as the distance between the samples increases. For example, the weight value increases exponentially as the distance between samples increases. In other methods, the weight value is increased to an integral multiple as the distance between samples increases.

【0035】図8には提案した対称構造のプリアンブル
を使用した場合の相関値が示されている。これは、副搬
送波の個数が64個であり、AWGN環境下5dBに実
験した結果である。対称構造のプリアンブルを使用した
同期方法は、本来のシンボル開始点で一つのサンプルだ
け外れても相関性が全くなくなるので、64番目サンプ
ル以外では全て小さな相関値を持つようになる。
FIG. 8 shows the correlation value when the proposed preamble having a symmetrical structure is used. This is the result of an experiment in which the number of subcarriers is 64 and 5 dB in the AWGN environment. The synchronization method using the symmetric structure preamble has no correlation even if only one sample is deviated at the original symbol start point, so that all other than the 64th sample have a small correlation value.

【0036】[0036]

【発明の効果】本発明のOFDM信号のシンボル/周波
数同期方法にともなう効果は次の通りである。第1に、
雑音及び振幅と位相歪曲を引き起こす多重経路チャンネ
ルを通過したOFDM受信信号のタイミング同期と微細
周波数同期の正確度を高めたOFDM信号のシンボル同
期が可能になる。第2に、対称形プリアンブルを採用す
ることによって非同期及び同期変復調方式の両方に適用
できる。第3に、元来のシンボル開始点近くで発生しう
るエラー確率が改善される。第4に、周波数誤差推定範
囲が広い。
The effects of the OFDM signal symbol / frequency synchronization method of the present invention are as follows. First,
It is possible to perform symbol synchronization of an OFDM signal with improved accuracy of timing synchronization and fine frequency synchronization of an OFDM reception signal that has passed through a multipath channel that causes noise, amplitude, and phase distortion. Secondly, it can be applied to both asynchronous and synchronous modulation / demodulation schemes by adopting a symmetric preamble. Third, the error probability that can occur near the original symbol start is improved. Fourth, the frequency error estimation range is wide.

【0037】以上では本発明の望ましい実施形態につい
て示しかつ説明したが、本発明は前述した実施形態に限
らず、請求範囲で請求する本発明の要旨を逸脱せず当該
発明の属する分野において通常の知識を持つ者ならば誰
でも多様な変形実施が可能なことは勿論であり、そのよ
うな変形は請求範囲の記載の範囲内にある。
Although the preferred embodiments of the present invention have been shown and described above, the present invention is not limited to the above-described embodiments, but is not limited to the above-described embodiments, and does not deviate from the gist of the present invention claimed in the scope of the invention. It goes without saying that any person having knowledge can make various modifications, and such modifications are within the scope of the claims.

【図面の簡単な説明】[Brief description of drawings]

【図1】 従来のOFDM信号受信装置のブロック図で
ある。
FIG. 1 is a block diagram of a conventional OFDM signal receiving apparatus.

【図2】 従来のOFDM信号のプリアンブル構造を示
した図面である。
FIG. 2 is a diagram showing a preamble structure of a conventional OFDM signal.

【図3】 従来の自己相関部の詳細な動作を説明するた
めの図面である。
FIG. 3 is a diagram illustrating a detailed operation of a conventional autocorrelation unit.

【図4】 従来のプリアンブル構造による相関値を示し
たグラフである。
FIG. 4 is a graph showing a correlation value according to a conventional preamble structure.

【図5】 本発明に係るOFDM信号受信装置のブロッ
ク図である。
FIG. 5 is a block diagram of an OFDM signal receiving apparatus according to the present invention.

【図6】 本発明に係るプリアンブル構造を示した図面
である。
FIG. 6 is a diagram showing a preamble structure according to the present invention.

【図7】 本発明に係る自己相関部の詳細な動作を説明
するための図面である。
FIG. 7 is a diagram illustrating a detailed operation of an autocorrelation unit according to the present invention.

【図8】 本発明に係るプリアンブル構造による相関値
を示したグラフである。
FIG. 8 is a graph showing a correlation value according to a preamble structure according to the present invention.

【符号の説明】[Explanation of symbols]

220 相関部 240 ピーク検出部 260 シンボルタイミング/周波数同期部 220 Correlation part 240 Peak detector 260 symbol timing / frequency synchronization unit

フロントページの続き (72)発明者 趙 南信 大韓民国ソウル特別市西大門区新村洞 134 (72)発明者 趙 宰煕 大韓民国ソウル特別市西大門区新村洞 134 (72)発明者 康 昌彦 大韓民国ソウル特別市西大門区新村洞 134 (72)発明者 洪 大植 大韓民国ソウル特別市西大門区新村洞 134 (56)参考文献 特開2001−102972(JP,A) 特開2000−244371(JP,A) 特表 平10−512733(JP,A) Timothy M.Schmid l,Donald C.Cox,LOW −Overhead,Low−Comp lexity[Burst]Synch ronization for OFD M,Proc.of ICC’96,p. 1301−1306 (58)調査した分野(Int.Cl.7,DB名) H04J 11/00 Front page continuation (72) Inventor Zhao Nanshin 134 Shinchon-dong, Seodaemun-gu, Seoul, Republic of Korea (72) Inventor Zhao Xi-hee 134 Shinchon-dong, Seodaemun-gu, Seoul, Republic of Korea Inventor Masahiko Kang, Seoul, Republic of Korea 134, 72, Shinchon-dong, Seodaemun-gu, Hong Kong Inventor Hong Daeuk, 134, 56, Shinchon-dong, Seodaemun-ku, Seoul, Republic of Korea References JP 2001-102972 (JP, A) JP 2000-244371 (JP, A) Table 10-512733 (JP, A) Timothy M.M. Schmid l, Donald C .; Cox, LOW-Overhead, Low-Complexity [Burst] Synchnization for OFM, Proc. of ICC'96, p. 1301-1306 (58) Fields investigated (Int.Cl. 7 , DB name) H04J 11/00

Claims (4)

(57)【特許請求の範囲】(57) [Claims] 【請求項1】 (A)対称形構造のプリアンブルを持つ
OFDM信号を受信する段階と、 (B)前記OFDM信号のサンプルを得るために前記O
FDM信号をアナログ信号からデジタル信号に変換する
段階と、 (C)前記OFDM信号のシンボル同期を得るために前
記受信されたOFDM信号からプリアンブルを分離する
段階と、 (D)前記対称形プリアンブルを構成する同一サンプル
間の相関値を求める段階と、(E) プリアンブルを構成する同一サンプル間の相関
値を用いて位相値を求める段階と、 (F) (E)段階で求められる位相値とサンプルとの
距離を用いて同一サンプル間の周波数誤差を計算する段
階と、 (G) 同一サンプル間の周波数誤差を用いてシンボル
を構成する相関サンプル間の距離によって相異なる加重
値を適用してOFDM信号の周波数誤差を推定する段階
から構成されることを特徴とするOFDM信号のシン
ボル/周波数同期方法。
1. A step of: (A) receiving an OFDM signal having a symmetric structure preamble; and (B) the O signal to obtain a sample of the OFDM signal.
Converting an FDM signal from an analog signal to a digital signal; (C) separating a preamble from the received OFDM signal to obtain symbol synchronization of the OFDM signal; and (D) configuring the symmetrical preamble. And (E) Correlation between the same samples forming the preamble.
Of the phase value obtained by using the value and the phase value obtained in steps (F) and (E) and the sample
Stage to calculate frequency error between same samples using distance
Floor, and (G) a symbol using the frequency error between the same samples
Weights that differ depending on the distance between the correlation samples that make up
Applying a value to estimate the frequency error of the OFDM signal
Symbol / frequency synchronization method of OFDM signals, characterized in that it is composed of a.
【請求項2】 前記加重値はサンプル間の距離が遠ざか
るほど加重値の値が増えることを特徴とする請求項1
記載のOFDM信号のシンボル/周波数同期方法。
2. The symbol / frequency synchronization method for an OFDM signal according to claim 1 , wherein the weight value increases as the distance between samples increases.
【請求項3】 前記加重値はサンプル間の距離が遠ざか
るほど指数関数的に増えることを特徴とする請求項1
記載のOFDM信号のシンボル/周波数同期方法。
3. The method of synchronizing symbols / frequency of an OFDM signal according to claim 1 , wherein the weight increases exponentially as the distance between samples increases.
【請求項4】 前記加重値はサンプル間の距離が遠ざか
るほど整数倍に増えることを特徴とする請求項1に記載
のOFDM信号のシンボル/周波数同期方法。
4. The symbol / frequency synchronization method for an OFDM signal according to claim 1 , wherein the weight value increases as an integer multiple as the distance between the samples increases.
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