Method for Evaluating System Damping Ratio Based on Power Oscillation Times
A technology for evaluating system and power oscillations, applied in the direction of instruments, measuring devices, measuring electricity, etc., can solve the problem of quantitatively determining the corresponding relationship between effective disturbance times and system damping ratio, and not giving the correspondence between effective disturbance times and system damping ratio of tie lines relationship and other issues, to achieve the effect of avoiding Monte Carlo sampling, easy calculation method, and strong practicability
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Embodiment 1
[0040] Depend on figure 1 It can be seen that a method for evaluating the damping ratio of a system based on the number of power oscillations includes the following steps:
[0041] (a) A wide-area measurement system is installed in an interconnected power grid with H areas, L inter-area tie lines, N branches, n nodes, and m generator nodes among them. The power grid is installed on all branches A synchronized phasor measurement unit is set;
[0042] (b) Obtain the voltage amplitude and phase angle of all nodes and the information of effective disturbance times in the wide-area measurement system, and obtain the parameters of each generator in the interconnected grid and the parameters of all lines through the power system analysis comprehensive program software, and convert the above information and parameters to generate a small disturbance linearization equation for the interconnected grid;
[0043] Firstly, it is explained that in the present invention, the generator bus,...
Embodiment 2
[0132] Carry out the test of the present invention on 4 machines 11 nodes standard test example, its network structure diagram is as follows figure 2 shown. In the study, we focus on a certain mode with weak damping in the interconnected grid, that is, we mainly focus on the inter-regional oscillation mode with the weakest damping in the 4-machine 11-node interconnected grid, and adjust the PSS to make the damping of the remaining oscillation modes relatively high, so as to obtain the oscillation mode of the interconnected grid As shown in Table 1.
[0133] Table 1 Oscillation mode of 4-machine 11-node interconnected grid
[0134]
[0135] The external impact disturbance area F obeys N(μ,σ 2 ), take μ=0.5, σ 2 = 0.08, the distribution of the nodes where the impact disturbance is applied obeys the average distribution, and the effective disturbance times of the two tie lines between area 1 and area 2 in the frequency range of [0.50Hz, 0.55Hz] on the 4-machine 11-node int...
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