For utilities, some consequences are direct and in several places in the world can already be observed, such as:
* Deterioration of electrical assets, leading to reduced reliability and increased maintenance cost
* Damage to coastal power infrastructure caused by rising sea levels
* Damage and destabilization of power infrastructure due to storms and flooding
* Increased energy demand for cooling purposes due to global warming
* Increased energy demand for agriculture due to energy intensive methods
* Increased incidents of power outages due to damage from high-impact storms and flooding
* Energy efficiency losses of power plants due to high temperatures
* Reduced energy production due to warmer cooling water
As defined by IEA (International Energy Agency) “Resilience of the energy sector refers to the capacity of the energy system or its components to cope with a hazardous event or trend, responding in ways that maintain their essential function, identity and structure while also maintaining the capacity for adaptation, learning and transformation”. Also, according to the IEA, the adaptation in the context of the energy sector is characterized by the following components:
* Robustness: the ability of an energy system to withstand extreme weather events as well as gradual changes (e.g., sea level rise) and continue operating
* Resourcefulness: the ability to effectively manage operations during extreme weather events.
* Recovery: the ability to restore operations to desired performance levels following a disruption.
For the electricity distribution sector, in general, the analyses are related to reliability, such as SAIDI and SAIFI values, but these indicators are not able to adequately measure the sector's resilience in more critical emergencies. However, it is important to highlight the differences between the sector's approach to reliability and resilience, which in a recent DOE (U.S. Department of Energy) publication was defined in the table below.
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)
This activity of resilience and emergency planning in the utilities is currently under development and will be incorporated soon.