Abstract

With the penetration of distributed generators (DGs) into active distribution network (ADN), the voltage controlled buses (PV buses) are becoming more common, to maintain a normal voltage level in the distribution network. Moreover, there are many load modes in ADN which need to be taken into account. In this paper, the approximations of three-phase line model have been analyzed and the ZIP loads with star and delta connections were discussed in detail. And then based on the basic three-phase power flow equations, a general three-phase LPF solution under a polar coordinate system has been presented. The proposed method can account for various connections of ZIP loads, multi-phase feeders and single-phase or three-phase DGs. The effectiveness and advantages of the proposed method are validated with the IEEE 13-bus, 37-bus, 123-bus and an improved 615-bus unbalanced networks.

Highlights

  • The high penetration of distributed renewable generation, such as photovoltaic generators, into distribution power system (DPS) has increased quickly

  • The linear power flow (LPF) models should account for the distributed generators (DGs) and different load modes in active distribution network (ADN)

  • The proposed method is referred as IPLPF, other methods consist of AGLPF[14], LALPF[16], POLPF[17]

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Summary

INTRODUCTION

The high penetration of distributed renewable generation, such as photovoltaic generators, into distribution power system (DPS) has increased quickly. H. Li et al.: Three-Phase Unbalanced Linear Power Flow Solution With PV Bus and ZIP Load voltage angle difference is close to 0. In [7], [8], two similar LPF methods have been derived under polar coordinates with respect to the voltage magnitude U and the phase angle difference θ based on cos θ ≈ 1, sin θ ≈ θ and selectively setting U ≈ 1.0. In [10], based on LPF equations, it proposes an improved decoupled linearized power flow models including PV buses. In [15], considering the fact that voltage angles and magnitudes vary within the relatively narrow boundaries in DPS, a three-phase LPF formulation has been derived and the ZIP load was approximated with their linear equivalents using a curve-fitting technique. EXTENSION TO THE NETWORK WITH ZIP LOADS AND PV BUS Because the proposed method can just deal with the phaseground loads, that is, star connection load (Y-load in abbreviation), so the delta connection load (D-load in abbreviation) must be specially dealt with

THE D-LOAD TO Y-LOAD CONVERSION
THE IMPROVED LPF SOLUTION CONSIDERING ZIP LOAD
G LL G LV
SIMULATION RESULTS
CONCLUSION
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