Power grid equivalent parameter tracking identification method
A technology for parameter tracking and identification, grid equivalence, applied in electrical digital data processing, electrical components, circuit devices, etc., can solve problems such as narrow application scope and complex transient power data acquisition.
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Embodiment 1
[0110] figure 2The shown power network is used as the power network to be equivalent, and the high-order differential equation of the voltage and current transient power of the power network to be equal is obtained through step S1 of the method described in the present invention, and the derivatives of each order of the transient power are obtained by numerical methods Δu(t) (k) , Δi(t) (k) , using the least squares method to solve the coefficient a of the high-order differential equation k , b k Obtain the high-order differential equation of the voltage and current steady-state power on both sides of the equivalent power network port through the method step S2 of the present invention, simplify the high-order differential equation of the voltage and current steady-state power on both sides of the equivalent power network port, From the formula (12) in S21, the four parameters A in the steady state can be obtained 0 、A 1 , B 0 , B 1 .
[0111] According to Thevenin's ...
Embodiment 2
[0121] Such as image 3 The power network shown is regarded as the power network to be equivalent, and it can be seen from Norton's theorem that any port power network can be equivalent to a model of a current source shunt reactance (such as image 3 shown), by image 3 Get the Norton equivalent network differential equation in steady state:
[0122]
[0123] Will Substituting into formula (24), we get:
[0124]
[0125] Compared with formula (19), we can get: A' 0 =1 / R eq , A' 1 =ωC eq , B' 0 =1, B' 1 =0. Formula (12) is converted into a form consistent with the grid equivalent simple network differential equation (29) by mathematical transformation, and
[0126]
[0127] Then correlate the simplified high-order differential equation (30) with the corresponding coefficients of the equivalent simple network differential equation (29) of the power grid, and solve the equivalent simple network parameters to obtain
[0128]
[0129] According to the voltag...
Embodiment 3
[0131] Such as Figure 4 The power network shown is used as the power network to be equivalent. In the actual power grid equivalent method, a complex system is also equivalent to a model of a resistor in series with an inductance and a capacitance to ground (such as Figure 4 shown), by Figure 4 Obtain the equivalent network differential equation under embodiment 3 steady state:
[0132]
[0133] Will Substituting into formula (32), we get:
[0134]
[0135] Correlate the simplified differential equation (12) with the corresponding coefficients of the equivalent simple network differential equation (33) of the power grid, and solve the equivalent simple network parameters to obtain
[0136]
[0137] According to the voltage and current values measured at the ports of the power network, the equivalent power supply of Example 3 can be obtained by using formula (33) Complete the tracking and identification of the equivalent network parameters in Example 3.
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