Odd frequency multiplication vector millimeter wave generation device and method without phase precoding
A generation device and odd multiple technology, applied in the field of communication, can solve problems such as poor performance, phase ambiguity, and imperfect photoelectric devices, and achieve the effects of simple implementation, high cost efficiency, and simple structure
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Embodiment 1
[0035] Such as figure 1 As shown in the schematic diagram of the structural framework of the present invention, an odd frequency multiplication vector millimeter wave generation device without phase precoding of the present invention includes an off-line digital signal processing module at the transmitting end, a digital-to-analog converter module, an electric amplifier, a single-mode laser, and a phase Modulator, wavelength selective switch, single-ended photodiode, analog-to-digital converter module and off-line digital signal processing module at the receiving end.
[0036]The off-line digital signal processing module at the transmitting end is mainly used to generate an amplitude-precoded RF drive signal carrying transmission data based on off-line digital signal processing.
[0037] The main function of the digital-to-analog converter module is to perform digital-to-analog conversion on the amplitude-precoded RF drive signal carrying transmission data generated by the off...
Embodiment 2
[0049] The phase distribution of the QPSK signal is Or perform a corresponding rotation, and record the rotation angle as θ. When the receiving end receives the K-multiplied vector millimeter wave, the phase is also K-folded correspondingly, which is: These phases may overlap, resulting in indistinguishable phases at the receiving end, and correspondingly inability to recover information. Therefore, precoding is required at the transmitting end.
[0050] The present invention finds that the received phases do not necessarily overlap through analysis, and the specific analysis is as follows:
[0051] (1) When K is an even number, record K=2a, a=1, 2, 3,..., the phase received by the receiving end is:
[0052]
[0053] Since the period of the phase is 2π, that is to say, the first term coincides with the third term, and the second term coincides with the fourth term. When a is an even number, the four received constellations are completely coincident.
[0054] (2) When ...
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