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)
3
CÁC HỆ THỐNG THÔNG TIN KHÔNG DÂY
Hệ thống SIMO
•Sử dụng 1 anten phát và nhiều anten thu -> cải thiện
chất lượng HT.
•Máy thu có thể lựa chọn hoặc kết hợp tín hiệu nhằm
tối đa tỷ số SNR bằng cách sử dụng giải thuật
beamforming hoặc MMRC(Maximal Ratio Receive
Combining).
•Khi máy thu biết thông tin về kênh truyền, thì dung
lượng của HT sẽ tăng theo hàm logarit của số anten
thu.
C =B.log2(1+NR.SNR) bit/s/Hz