根据2PSK调制解调的原理,建立2PSK调制解调的数学模型。采用DDS(Direct Digital Synthesis直接数字频率合成)技术对调制解调中的载波信号进行设计。在此基础上,基于Matlab/Fdatool和DSP Builder搭建了实现2PSK调制解调的硬件电路仿真模...根据2PSK调制解调的原理,建立2PSK调制解调的数学模型。采用DDS(Direct Digital Synthesis直接数字频率合成)技术对调制解调中的载波信号进行设计。在此基础上,基于Matlab/Fdatool和DSP Builder搭建了实现2PSK调制解调的硬件电路仿真模型,并在Matlab和Modelsim中进行了仿真分析。仿真结果表明:本设计很好地实现了2PSK调制解调器的功能,简化了硬件电路,减少了编程时间。展开更多
The nature of a wireless communication channel is very unpredictable. To design a good communication link, it is required to know the statistical model of the channel accurately. The average symbol error probability(A...The nature of a wireless communication channel is very unpredictable. To design a good communication link, it is required to know the statistical model of the channel accurately. The average symbol error probability(ASER) was analyzed for different modulation schemes. A unified analytical framework was presented to obtain closed-form solutions for calculating the ASER of M-ary differential phase-shift keying(M-DPSK), coherent M-ary phase-shift keying(M-PSK), and quadrature amplitude modulation(QAM) over single or multiple Nakagami-m fading channels. Moreover, the ASER was estimated and evaluated by using the maximal ratio-combining(MRC) diversity technique. Simulation results show that an error rate of the fading channel typically depends on Nakagami parameters(m), space diversity(N), and symbol rate(M). A comparison between M-PSK, M-DPSK, and M-QAM modulation schemes was shown, and the results prove that M-ary QAM(M-QAM) demonstrates better performance compared to M-DPSK and M-PSK under all fading and non-fading conditions.展开更多
文摘根据2PSK调制解调的原理,建立2PSK调制解调的数学模型。采用DDS(Direct Digital Synthesis直接数字频率合成)技术对调制解调中的载波信号进行设计。在此基础上,基于Matlab/Fdatool和DSP Builder搭建了实现2PSK调制解调的硬件电路仿真模型,并在Matlab和Modelsim中进行了仿真分析。仿真结果表明:本设计很好地实现了2PSK调制解调器的功能,简化了硬件电路,减少了编程时间。
基金Project supported by Research Fund Chosun University 2014,Korea
文摘The nature of a wireless communication channel is very unpredictable. To design a good communication link, it is required to know the statistical model of the channel accurately. The average symbol error probability(ASER) was analyzed for different modulation schemes. A unified analytical framework was presented to obtain closed-form solutions for calculating the ASER of M-ary differential phase-shift keying(M-DPSK), coherent M-ary phase-shift keying(M-PSK), and quadrature amplitude modulation(QAM) over single or multiple Nakagami-m fading channels. Moreover, the ASER was estimated and evaluated by using the maximal ratio-combining(MRC) diversity technique. Simulation results show that an error rate of the fading channel typically depends on Nakagami parameters(m), space diversity(N), and symbol rate(M). A comparison between M-PSK, M-DPSK, and M-QAM modulation schemes was shown, and the results prove that M-ary QAM(M-QAM) demonstrates better performance compared to M-DPSK and M-PSK under all fading and non-fading conditions.
