Optimal Modulation Method of Binary Coded Symbol Based on Minimum Frequency Shift Keying Pulse
A binary code, frequency shift keying technology, applied in the field of satellite navigation, can solve the problems of miscapture, slow attenuation, and inability to accurately lock the main peak, etc., and achieve good autocorrelation effect
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[0038] This example first gives an improved binary coded symbol modulation method based on minimum frequency shift keying pulse
[0039] The generation process of MSK-BCS ([1, 1, 1, 1, -1, -1, 1, -1, 1, -1], 1), and then derivation directly affects the code tracking accuracy, threshold and Gabor bandwidth, and The power spectral density of signal spectrum separation, anti-interference and anti-multipath performance, and finally perform performance evaluation. The specific steps are as follows:
[0040] Step 1: Solve the MSK pulse power spectral density. The specific solution process is:
[0041] The MSK signal is: Where: P is the carrier power, f cc is the carrier center frequency, φ n (t) is the carrier phase, φ 0 is a constant phase offset.
[0042] Let the modulating signal be: where: c k is the PRN code, T c is the period of the PRN code, p(t) is the pulse waveform, the length of the pulse waveform sequence is n, and the expression of the pulse waveform is: ...
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