Abstract

The most robust methods to determine the capacity contribution from intermittent sources combine load curve, variable generation profile, and dispatchable generators’ data to calculate any new inserted variable source’s capacity value in the power system. However, these methods invariably adopt the premise that the system’s dispatchable generators’ capacity is constant. That is an unacceptable limitation when the energy mix has a large share of hydroelectric sources. Hydroelectric plants are dispatchable sources with variable maximum power output over time, varying mainly according to the reservoirs’ level. This article develops a method that makes it possible to calculate the capacity value from renewable resources when the dispatchable generation units of an electric system have variable capacity. The authors apply the method to calculate the capacity value from solar and wind sources in Brazil as an exercise. By abandoning the hypothesis of constant dispatchable capacity, the developed approach is in principle extensible for other energy-limited resources, such as batteries and concentrating solar power (CSP). This can be a strategy to incorporate energy-limited capacity sources into the planning and operation models as reliable capacity sources.

Highlights

  • Accepted: 21 May 2021Energy planning and power systems operation must ensure that the load curve is met both in energy and power resources

  • The hydropower availability varies throughout the year

  • A capacity value determination method that incorporates the daily variability of capacity in hydropower plants was developed by merging the standard effective load carrying capability (ELCC) calculation to the detailed hydro modeling of the plants

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Summary

Introduction

Energy planning and power systems operation must ensure that the load curve is met both in energy and power resources. The set of available generators must meet the total amount of energy in a certain period. It must be able to meet any instantaneous power value observed. In power systems made up of thermal power plants, generators’ power is equal to their installed capacity. A subset of fast-responding generators accompanies rapid variations in the power curve. Investments in overcapacity generation compensate for eventual outages. Under these conditions, it is usually possible to meet demand with high-reliability levels without the need for further reflection on how to treat the power variable in planning models

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