Abstract

With renewable energy sources (RESs) highly penetrating into the power system, new problems emerge for the independent system operator (ISO) to maintain and keep the power system safe and reliable in the day-ahead dispatching process under the fluctuation caused by renewable energy. In this paper, considering the small hydropower with no reservoir, different from the other hydro optimization research and wind power uncertain circumstances, a day-ahead scheduling model is proposed for a distributed power grid system which contains several distributed generators, such as small hydropower and wind power, and energy storage systems. To solve this model, a two-stage stochastic robust optimization approach is presented to smooth out hydro power and wind power output fluctuation with the aim of minimizing the total expected system operation cost under multiple cluster water inflow scenarios, and the worst case of wind power output uncertainty. More specifically, before dispatching and clearing, it is necessary to cluster the historical inflow scenarios of small hydropower into several typical scenarios via the Fuzzy C-means (FCM) clustering method, and then the clustering comprehensive quality (CCQ) method is also presented to evaluate whether these scenarios are representative, which has previously been ignored by cluster research. It can be found through numerical examples that FCM-CCQ can explain the classification more reasonably than the common clustering method. Then we optimize the two stage scheduling, which contain the pre-clearing stage and the rescheduling stage under each typical inflow scenario after clustering, and then calculate the final operating cost under the worst wind power output scenario. To conduct the proposed model, the day-ahead scheduling procedure on the Institute of Electrical and Electronics Engineers (IEEE) 30-bus test system is simulated with real hydropower and wind power data. Compared with traditional deterministic optimization, the results of two-stage stochastic robust optimization structured in this paper, increases the total cost of the system, but enhances the conservative scheduling strategy, improves the stability and reliability of the power system, and reduces the risk of decision-making simultaneously.

Highlights

  • Since recently, the total amount of fossil energy has been decreasing gradually, and global environmental pollution is becoming increasingly serious

  • (4) The load demand in the distributed system is processed according to the predicted value, without considering the uncertainty of the load side and the demand response (DR). (5) It is assumed that independent system operator (ISO) can accurately predict the output interval of wind power plants (WPPs) in each period of the day, based on the historical data of the wind turbine at a certain confidence level

  • A two-stage stochastic robust optimization approach for day-ahead market operation dispatching of the distributed power system, with high renewable penetration that consists of small hydropower plants (SHPPs), WPPs, battery energy storage system (BESS), and thermal power plants (TPPs), is proposed

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Summary

Introduction

The total amount of fossil energy has been decreasing gradually, and global environmental pollution is becoming increasingly serious. The proportion of hydropower installed in Sichuan ranks first in China, accounting for about 80% of the total installed power in the whole province [3] It is precisely because Sichuan has many rivers, and the catchment area is relatively dispersed, that for a large number of small hydropower plants, most of which are run-of-river, are distributed in it. The day-ahead scheduling problem of a distributed power system studied in this paper considers wind power, and the run-of-river SHPPs, and introduces thermal power and energy storage devices, which control the uncertainty of small hydropower and wind power by utilizing the charging and discharging process of energy storage and the reserve capacity of thermal power.

Problem Description
Model Construction and Solution
Problem Assumptions
Definition of the Uncertainty Sets
SHPPs Uncertainty Sets
WWPPs Uncertainty Sets
Stochastic Robust Optimal Dispatching Model
Model Reformulation
Solution Methodology
Case 1
H Small hydropower generator
Sensibility Analysis
Findings
Conclusions
Full Text
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