All-pass time reflective ultra-wideband wireless communication method
A technology of time reversal and wireless channel, which is applied in baseband system components, shaping network in transmitter/receiver, electrical components, etc., can solve complex channel estimation algorithm waveform generator optimization parameter design time synchronization, inconvenience Problems such as engineering implementation and equalization algorithm complexity have achieved the effect of solving multipath delay and frequency selective fading, suppressing inter-symbol interference, and strong environmental adaptability
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specific Embodiment approach 1
[0035] In step 4, use the all-pass equalization factor H of the wireless channel obtained in step 2 2 (ω)=1 / |H c (ω)| 2 and the time reversal factor H of the wireless channel obtained in step 3 1 (ω)=|H c (ω)|·e -jθ(ω) , the time-reversal processing of all-pass equalization for the wireless channel is performed at the transmitter, and the specific method is as follows:
[0036] Such as figure 2 As shown, assuming that the source signal is x(ω), the time inversion process of all-pass equalization is performed on the source signal x(ω) in turn, that is, the source signal x(ω) and the all-pass equalization factor H 2 (ω)=1 / |H c (ω)| 2 with time reversal factor H 1 (ω)=|H c (ω)|·e -jθ(ω) Convolution operations are performed sequentially, and the obtained signal x(ω)·1 / |H c (ω)| 2 ·|H c (ω)|·e -jθ(ω) Signal x(ω)·1 / |H is obtained after wireless channel transmission c (ω)| 2 ·|H c (ω)|·e -jθ(ω) ·|H c (ω)|·e jθ(ω) =x(ω).
[0037] In the above scheme, the time inv...
specific Embodiment approach 2
[0038] In step 4, use the all-pass equalization factor H of the wireless channel obtained in step 2 2 (ω)=1 / |H c (ω)| 2 and the time reversal factor H of the wireless channel obtained in step 3 1 (ω)=|H c (ω)|·e -jθ(ω) , the time-reversal processing of all-pass equalization for the wireless channel is carried out at the receiving end, and the specific method is as follows:
[0039] Such as Figure 4 As shown, let the source signal be x(ω), and the signal received by the antenna at the receiving end is y(ω)=x(ω)|H c (ω)|·e jθ(ω) , the signal y(ω) and the all-pass equalization factor H 2 (ω)=1 / |H c (ω)| 2 with time reversal factor H 1 (ω)=|H c (ω)|·e -jθ(ω) Convolution operations are performed sequentially to obtain the signal y(ω)·1 / |H c (ω)| 2 ·|H c (ω)|·e -jθ(ω) =x(ω).
[0040] In the above scheme, the time inversion process of all-pass equalization is performed on the signal received by the receiving antenna as y(ω), or the signal received by the receiving a...
specific Embodiment approach 3
[0041] In step 4, use the all-pass equalization factor H of the wireless channel obtained in step 2 2 (ω)=1 / |H c (ω)| 2 and the time reversal factor H of the wireless channel obtained in step 3 1 (ω)=|H c (ω)|·e -jθ(ω) , the time-reversal processing of all-pass equalization for the wireless channel is carried out at the transmitting end and the receiving end respectively, and the specific method is as follows:
[0042] Such as Figure 6 As shown, assuming that the source signal is x(ω), the all-pass equalization process is performed on the source signal x(ω), that is, the source signal x(ω) and the all-pass equalization factor H 2 (ω)=1 / |H c (ω)| 2 Carry out convolution operation, the obtained signal x(ω)·1 / |H c (ω)| 2 Signal x(ω)·1 / |H is obtained after wireless channel transmission c (ω)| 2 ·|H c (ω)|·e jθ(ω) ; Then the signal x(ω)·1 / |H c (ω)| 2 ·|H c (ω)|·e jθ(ω) and time reversal factor H 1 (ω)=|H c (ω)|·e -jθ(ω) Carry out convolution operation to get th...
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