A Method for Testing the Uncertainty of Radio Frequency Stealth Signals
A technology of uncertainty and radio frequency stealth, applied in the field of radio frequency stealth, can solve the problems of few radio frequency stealth signals, can not truly and objectively reflect the uncertainty of radio frequency stealth signals, and the objectivity is not obvious, and achieve the effect of easy realization
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[0045] A method for testing the uncertainty of radio frequency stealth signals, such as figure 1 As shown, it specifically includes the following steps:
[0046] 1. Determine the signal sequence to be tested and sort it randomly
[0047] Determine the bandwidth of the signal x(n) to be tested, and sample x(n) according to the Nyquist sampling theorem. When the number of sampling points N is not less than 30, randomly sort the sampled data to obtain a new time series x(i 1 ), x(i 2 ),…,x(i N ), where i 1 2 N .
[0048] 2. Add Gaussian white noise and calculate the number of turning points
[0049] According to the requirement of the turning point calculation principle of white noise, a predetermined ratio of Gaussian white noise is added to the original sampling signal, and the sequence x(i 1 ), x(i 2 ),…,x(i N ), the number of turning points T, the calculation expression for the number of turning points is:
[0050]
[0051]
[0052] where x i Represents the i-...
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