Abstract

As a major energy-saving industry, power industry has implemented energy-saving generation dispatching. Apart from security and economy, low carbon will be the most important target in power dispatch mechanisms. In this paper, considering a power system with many thermal power generators which use different petrochemical fuels (such as coal, petroleum, and natural gas) to produce electricity, respectively, we establish a self-scheduling model based on the forecasted locational marginal prices, particularly taking into accountCO2emission constraint,CO2emission cost, and unit heat value of fuels. Then, we propose a distributionally robust self-scheduling optimization model under uncertainty in both the distribution form and moments of the locational marginal prices, where the knowledge of the prices is solely derived from historical data. We prove that the proposed robust self-scheduling model can be solved to any precision in polynomial time. These arguments are confirmed in a practical example on the IEEE 30 bus test system.

Highlights

  • Generation self-scheduling in a pool-based electricity market has been recently studied in the power systems literature [1,2,3]

  • In this paper, considering a power system with many thermal power generators which use different petrochemical fuels to produce electricity, respectively, we establish a self-scheduling model based on the forecasted locational marginal prices, taking into account CO2 emission constraint, CO2 emission cost, and unit heat value of fuels

  • We propose a distributionally robust self-scheduling optimization model under uncertainty in both the distribution form and moments of the locational marginal prices, where the knowledge of the prices is solely derived from historical data

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Summary

Introduction

Generation self-scheduling in a pool-based electricity market has been recently studied in the power systems literature [1,2,3]. By considering a power system with many thermal power generators which use different petrochemical fuels (such as coal, petroleum, and natural gas) to produce electricity, respectively, we establish a self-scheduling model based on the forecasted locational marginal prices, taking into account CO2 emission constraint, CO2 emission cost, and unit heat value of fuels This problem is important and timely as world leaders and international organizations discuss the roles and responsibilities of each country and sector of economic activity in the path towards a sustainable future. We will study worst-case expected results over the choice of a distribution in the distributional set D1 This leads to solving the distributionally robust self-scheduling optimization with moment uncertainty of prices (DRSSO): V If X is a convex polyhedron, the convex optimization problem (16) is a semidefinite program that can be solved by SeDuMi conic optimizer

Numerical Example
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