A low-frequency band multi-sine signal design method for electric power system state space model identification

A state space model, sinusoidal signal technology, applied in the intersection of power system identification and signal processing, can solve the problems of reduced signal-to-noise ratio of response signal, insufficient concentration of input signal energy, affecting the identification accuracy of power system state space model, etc. little perturbation effect

A state space model, sinusoidal signal technology, applied in the intersection of power system identification and signal processing, can solve the problems of reduced signal-to-noise ratio of response signal, insufficient concentration of input signal energy, affecting the identification accuracy of power system state space model, etc. little perturbation effect

CN109726490AActive Publication Date: 2019-05-07SOUTH CHINA UNIV OF TECH

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  • A low-frequency band multi-sine signal design method for electric power system state space model identification
  • A low-frequency band multi-sine signal design method for electric power system state space model identification
  • A low-frequency band multi-sine signal design method for electric power system state space model identification

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Embodiment

[0034] In this embodiment, the time-domain expression of the low-frequency multi-sine signal is: where t is time, a u , ω u and are the amplitude, frequency and phase of the uth sine harmonic component, N uis the number of sine harmonic frequency components.

[0035] Define the crest factor of the multi-sine signal in the low frequency band as: Among them, t is the sampling time, N is the total number of samples of the low-frequency multi-sine signal (that is, the total length of the signal), and max() represents the maximum value of the array in parentheses; obviously, C r The magnitude of reflects the fluctuation of the signal in the time domain: given the frequency domain characteristics of the signal x(t), the smaller the time domain fluctuation of the signal x(t), the C r smaller.

[0036] Low-frequency multi-sine signal design refers to the a u , ω u , N u And the sampling length N, use the algorithm to solve to obtain a set of parameters of the signal wh...

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Abstract

The invention discloses a low-frequency-band multi-sine signal design method for electric power system state space model identification. The method comprises the following steps of determining each harmonic component amplitude, each harmonic component frequency and a sampling length of a low-frequency-band multi-sine signal x (t); Then, defining a wave crest factor of the low-frequency-band multi-sine signal x (t); converting a wave crest factor minimization problem into a wave crest factor minimization problem; gradually increasing the p value of the lp norm, and solving a column vector pp composed of the harmonic wave phases (please see the formula in the specification), so as to minimize the lp norm of the low-frequency band multi-sine signal x (t); And finally, solving the problem by adopting an algorithm, wherein p is set as 4, 8, 16, 32, 64, 128, 256, 512 ... in sequence. For each set p value, adopting a Gauss Newton method in combination with Levenberg-Marquardt algorithm to solve a column vector pp, so that the lp norm of x (t) is minimum; And when p is set to be 512, the approximation requirement can be met, so that the low-frequency-band multi-sine signal x (t) meeting the requirement is solved. The input signal designed by the method disclosed by the invention simultaneously meets the time domain waveform amplitude limiting requirement and the frequency domain energyconcentration requirement.

Description

technical field [0001] The invention relates to the cross technical field of power system identification and signal processing, in particular to a design method for low-frequency multi-sine signals used for power system state space model identification. technical background [0002] With the development of the interconnected power grid, the problem of low-frequency oscillation in the power system in the frequency range of 0.1 to 2.5 Hz is prominent, which needs to be solved by installing a power system low-frequency oscillation controller. The design of power system low-frequency oscillation controller depends on the power system state-space model. In the actual power system engineering design, the problem of state-space model identification needs to be solved first. In order to ensure the safe and stable operation of the power system during the identification process, practical projects usually use small disturbance signals to excite the power system, then collect the power...

Claims

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Application Information

Patent Timeline
07 May 2019
Publication
CN109726490A
IPC
G06F17/50
Inventors
张俊勃; 曾繁宏