一個(gè)OFDM符號(hào)包含多個(gè)經(jīng)過(guò)相移鍵控(PSK)或者正交幅度調(diào)制(QAM)的子載波。其中,
表示子載波的個(gè)數(shù),
表示OFDM符號(hào)的持續(xù)時(shí)間(周期),
(
)是分配給每個(gè)子信道的數(shù)據(jù)符號(hào),
是第
個(gè)子載波的載波頻率,
, 則從
開始的OFDM符號(hào)可以表示為:
![](http://data:image/png;base64,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)
(12-1)
一旦將要傳輸?shù)谋忍胤峙涞礁鱾(gè)子載波上,某一種調(diào)制模式則將它們映射為子載波的幅度和相位,通常采用等效基帶信號(hào)來(lái)描述OFDM的輸出信號(hào),見式(12-2)。
(12-2)
其中s(t)的實(shí)部和虛部分別對(duì)應(yīng)于OFDM符號(hào)的同相(In-phase)和正交(Quadrature-phase)分量,在實(shí)際中可以分別與相應(yīng)子載波的cos分量和sin分量相乘,構(gòu)成最終的子信道信號(hào)和合成的OFDM符號(hào)。在 REF _Ref96914606 \h 圖 12‑3中給出了OFDM系統(tǒng)基本模型的框圖,其中
。在接收端,將接收到的同相和正交分量映射回?cái)?shù)據(jù)消息,完成子載波解調(diào)。
![](http://data:image/png;base64,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)
圖 12‑3 OFDM系統(tǒng)基本模型框圖
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圖 12‑4OFDM符號(hào)內(nèi)包括四個(gè)子載波的情況
如圖 12‑4為在一個(gè)OFDM符號(hào)內(nèi)包含4個(gè)子載波的實(shí)例。其中,所有的子載波都具有相同的幅值和相位,但在實(shí)際應(yīng)用中,根據(jù)數(shù)據(jù)符號(hào)的調(diào)制方式,每個(gè)子載波都有相同的幅值和相位是不可能的。從圖 12‑4可以看出,每個(gè)子載波在一個(gè)OFDM符號(hào)周期內(nèi)都包含整數(shù)倍個(gè)周期,而且各個(gè)相鄰的子載波之間相差1個(gè)周期。
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圖 12‑5OFDM系統(tǒng)中子信道符號(hào)的頻譜
圖12‑5中給出了相互覆蓋的各個(gè)子信道內(nèi)經(jīng)過(guò)矩形波形成型得到的符號(hào)的sinc函數(shù)頻譜。在每個(gè)子載波最大值處,所有其他子信道的頻譜值恰好為零。因?yàn)樵趯?duì)OFDM符號(hào)進(jìn)行解調(diào)的過(guò)程中,需要計(jì)算這些點(diǎn)上所對(duì)應(yīng)的每個(gè)子載波的最大值,所以可以從多個(gè)相互重疊的子信道符號(hào)中提取每一個(gè)子信道符號(hào),而不會(huì)受到其他子信道的干擾。從圖 12‑5可以看出,OFDM符號(hào)頻譜實(shí)際上可以滿足奈奎斯特準(zhǔn)則,即多個(gè)子信道頻譜之間不存在相互干擾。因此這種一個(gè)子信道頻譜出現(xiàn)最大值時(shí)其它子信道頻譜為零點(diǎn)的特點(diǎn)可以避免載波間干擾(ICI)的出現(xiàn)。
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