Ship radiation noise characteristic recombination method based on statistical distribution
A technology of radiated noise and statistical distribution, applied in computing, computer components, pattern recognition in signals, etc., can solve problems such as weak robustness and low recognition efficiency
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specific Embodiment 1
[0089] Specific embodiment one, refer to figure 1 Shown, a kind of ship radiation noise feature reconstruction method based on statistical distribution, said method comprises the following steps:
[0090] Step 1: Obtain a piece of ship radiation noise sample data, perform 11 / 2-dimensional spectrum analysis on the finite length ship radiation noise power spectrum, and obtain low-frequency line spectrum information;
[0091] Step 2: According to the low-frequency line spectrum distribution in the 11 / 2-dimensional spectrogram obtained in step 1, perform normalization processing to initially obtain the probability distribution of the low-frequency line spectrum in each frequency interval;
[0092] Step 3: According to the ship radiation noise sample data acquired in step 1, analyze the LOFAR spectrogram of the ship radiation noise sample data by short-time Fourier transform method;
[0093] Step 4: According to the LOFAR spectrogram obtained in Step 3, the frequency range is even...
specific Embodiment 2
[0161] Step 1. First of all, for a ship radiation noise sample, it is necessary to ensure the correct feature extraction and reduce the amount of calculation as much as possible. Therefore, 1 second of ship radiation noise data is intercepted as a single feature extraction sample. Obtain the power spectrum X(ω) of the ship radiation sample signal, and its third-order accumulation is C 3x =(τ 1 ,τ 2 ), then its diagonal slice is expressed as C 3x (τ,τ)(τ 1 =τ 2 =τ), the result of Fourier transform of the diagonal slice C 3x (ω) is called the 11 / 2-dimensional spectrum of the original signal, and its expression is:
[0162]
[0163] Simplifies to:
[0164]
[0165] C 3x (ω)=X * (ω)[X(ω)*X(ω)] (22)
[0166] In the formula: X(ω) is the Fourier transform result of x(t); X * (ω) is the complex conjugate of X(ω).
[0167] Step 2. According to the type analysis of ship radiation noise source, the low-frequency line spectrum of ship radiation noise is mainly produced by...
specific Embodiment 3
[0216] Firstly, two ship radiation noise sample data are constructed. Sample 1 is a merchant ship with a tonnage of 20,000 tons, sailing at a speed of 10 knots, and the number of propeller blades is 5. The line spectrum frequencies generated by the mechanical vibration of the ship are 460 and 580 respectively. , 650, 790, 880Hz; Sample 2 is a civilian ship with a tonnage of 15,000 tons, sailing at a speed of 18 knots, with 7 propeller blades, and the line spectrum frequencies generated by the mechanical vibration of the ship are 370, 495, 570, and 695, respectively. , 760, 900Hz; the frequency domain power spectrum signal of two samples is as follows image 3 as shown in image 3 (a) is the frequency domain power spectrum diagram of sample 1, image 3 (b) is the frequency domain power spectrum plot of sample 2.
[0217] First, feature extraction is performed, Figure 4 is the result of feature extraction on sample 2, Figure 4 (a) is the result of 11 / 2-dimensional spectral...
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