All-pass time reversal ultra-wideband wireless communication method and system
A time-reversal and wireless channel technology, which is applied in baseband system components, transmission systems, transmitter/receiver shaping networks, etc., can solve the complex channel estimation algorithm waveform generator optimization parameter design time synchronization, calculation Increased quantity, inconvenient project realization and other issues
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specific Embodiment approach 1
[0045] 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:
[0046] 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).
[0047] In the above scheme, the time inv...
specific Embodiment approach 2
[0048] 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:
[0049] 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).
[0050] 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
[0051] 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:
[0052] 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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