Mechanical resonant frequency feature obtaining method for alternating current servo system based on pseudorandom sequence code
A pseudo-random sequence code, AC servo technology, applied in the acquisition of frequency characteristics, can solve the problem of inability to obtain low-frequency frequency characteristics effectively and accurately, and achieve the effect of preventing the influence of the system, short time, and small noise interference
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specific Embodiment approach 1
[0021] Specific implementation mode 1: the following combination Figure 1 to Figure 5 To explain this embodiment, the method for obtaining mechanical resonance frequency characteristics of an AC servo system based on a pseudo-random sequence code in this embodiment includes the following steps:
[0022] Step 1: According to the requirements of the system's mechanical resonance frequency accuracy, select the primitive polynomial of order n, where n is a positive integer greater than or equal to 2;
[0023] Step 2: The initial n-order sequence of the binary m sequence is formed by the coefficients of the primitive polynomial of order n, and the feedback shift register is initialized;
[0024] Then repeat the following calculation process: multiply and accumulate the feedback shift register and the initial n-order number sequence, and take the modulus of the accumulated value base 2 for feedback calculation to update the feedback shift register; until the calculation obtains 2 n -1 bina...
specific Embodiment approach 2
[0048] Specific implementation manner 2: This implementation manner further explains the implementation manner 1. The n-th order primitive polynomial in this embodiment is selected as the 10-th order primitive polynomial, and 2 10 = 1024 binary m sequences.
[0049] The specific implementation steps of this embodiment are as follows:
[0050] Step 1. Select the appropriate primitive polynomial order according to the sequence length to be generated. If n=10, the generated pseudo-random sequence has N=1024 sequence codes. In the sequence code with a frequency of 1kHz, the sequence time is only 1. Seconds, plus the subsequent FFT, greatly reduces the total time for frequency characteristics acquisition.
[0051] Step 2. Initialize the initial sequence and feedback shift register. The selection of the initial sequence is related to the coefficients of the primitive polynomial. When n=10, the initial sequence iniseq=[0010000001], and the initial shift register switchreg=[0000000001]. It...
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