文件名称:Direct_sequence_spread_spectrum
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Assume that a direct sequence spread spectrum system uses the Barker code of length 7 (N=7) as its spreading sequence.
a. Randomly generate 8 symbols (d0~d7) from the set {+1,-1}.
b. If each chip of the Barker code is denoted as cj, j=0~6, spread each symbol di by the Barker code. (Please refer to p. 17 of the slides.) Use “stem” to plot the signals before
spreading and after spreading
a. Randomly generate 8 symbols (d0~d7) from the set {+1,-1}.
b. If each chip of the Barker code is denoted as cj, j=0~6, spread each symbol di by the Barker code. (Please refer to p. 17 of the slides.) Use “stem” to plot the signals before
spreading and after spreading
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下载文件列表
Direct_sequence_spread_spectrum/ab_3.m
Direct_sequence_spread_spectrum/after spreading.fig
Direct_sequence_spread_spectrum/a_1.m
Direct_sequence_spread_spectrum/a_2.m
Direct_sequence_spread_spectrum/before spreading.fig
Direct_sequence_spread_spectrum/b_1.m
Direct_sequence_spread_spectrum/rx_non_syn.fig
Direct_sequence_spread_spectrum/rx_syn.fig
Direct_sequence_spread_spectrum
Direct_sequence_spread_spectrum/after spreading.fig
Direct_sequence_spread_spectrum/a_1.m
Direct_sequence_spread_spectrum/a_2.m
Direct_sequence_spread_spectrum/before spreading.fig
Direct_sequence_spread_spectrum/b_1.m
Direct_sequence_spread_spectrum/rx_non_syn.fig
Direct_sequence_spread_spectrum/rx_syn.fig
Direct_sequence_spread_spectrum
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