Abstract

As the integration of distributed generations (DGs) transforms the traditional distribution network into the active distribution network, voltage stability assessments (VSA) of transmission grid and distribution grid are not suitable to be studied separately. This paper presents a distributed continuation power flow method for VSA of global transmission and distribution grid. Two different parameterization schemes are adopted to guarantee the coherence of load growth in transmission and distribution grids. In the correction step, the boundary bus voltage, load parameter and equivalent power are communicated between the transmission and distribution control centers to realize the distributed computation of load margin. The optimal multiplier technique is used to improve the convergence of the proposed method. The three-phase unbalanced characteristic of distribution networks and the reactive capability limits of DGs are considered. Simulation results on two integrated transmission and distribution test systems show that the proposed method is effective.

Highlights

  • The voltage collapse is one of the most serious risks for modern power systems [1]

  • This paper presents a distributed continuation power flow (DCPF) method for integrated transmission and distribution grid

  • The transmission CPF/PF and distribution PF/CPFs are run iteratively and only the load parameter, the powers and voltage phasors of the boundary buses are communicated between the control centers

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Summary

Introduction

The voltage collapse is one of the most serious risks for modern power systems [1]. Compare with other kinds of stability problems, the long term voltage stability problems can be simulated and approximated by using the static model and methods. Voltage stability problems for TPSs and DNs are not suitable to be solved separately and it is necessary to study the VSA methods for global power grid. In [18] a distributed CPF method was presented to compute the available transfer capability (ATC) of interconnected power grid which is composed of many transmission sub-grids. Based on a reduced network equivalent model, a distributed CPF method for VSA of a transmission sub-grid within the large interconnected power grid was proposed in [19]. Both of them cannot be directly used to solve the integrated transmission and distribution grid. Some numerical examples are given to show the effectiveness of our method

Global VSA problem formulation
Decomposition of the global VSA problem
Transmission VSA model
Distribution VSA model
Communication mechanism
Procedure of the proposed method
Parameterization switching strategy
Unbalanced characteristic of distribution grids
DG reactive capability limits
Numerical simulations
Findings
Conclusion
Full Text
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