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Table 3. Compensating Effect of Distribution Power Network
Compensating Effect
Ten Thousand RMB
Active Power Loss before
Compensating
308.4
Active Power Loss after
Compensating
265.2
Z
43.2
Z
11.3
31.9
Annual Economic Benefits
The optimization results show that, through the reactive power compensation, the
voltage quality of nodes and the power factor of branches all have been improved, the
reduced operation cost and the annual economic benefits are obvious.
5
Conclusion
Through the practical example, the results prove that the new increased reactive
compensation devices can decrease the network loss and improve the quality of
voltage, the economic benefits are very obvious, and the mathematical optimization
model and quadratic programming algorithm is reasonable and effective.
References
1. Liu, H., Sheng, Z.-J.: Research on reactive power optimization in the power market. Electric
Power Automation Equipment 24(12), 33-35 (2004)
2. Mamandur, K.R.C., Chenweth, R.D.: Optimal control of reactive power flow for
improvement in voltage profiles and for real power loss minimization. IEEE Trans. PAS-
100(7), 3185-3194 (1981)
3. Shen, R.-G.: Power system reactive power integrated optimization-quadratic programming
algorithm. Proceedings of the CSEE 6(5), 40-48 (1986)
4. Wang, X.-Z., Li, X.-L.: Topology identification of power network based on incidence
matrix. Power System Technology 25(2), 10-13 (2001)
5. Chen, H.: Power system steady analysis. China Electric Power Press (1995)
 
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