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Correlation challenges for North Sea offshore wind power: a Norwegian case study.
Martin Hjelmeland1, Jonas Kristiansen Nøland2
1Unaffiliated, Kastanjevegen 14, 4051, Sola, Norway.
This study minimizes North Sea offshore wind power variance using the Augmented Lagrangian Algorithm (ALA). Focusing on northern Norway with interconnections enhances wind power value and smooths production.
Area of Science:
- Energy Systems
- Renewable Energy
- Optimization
Background:
- Offshore wind power is expanding rapidly in the North Sea.
- Interactions between wind farms present correlation challenges impacting optimal siting and capacity scaling.
- EU interconnections are crucial for optimizing and stabilizing wind power generation.
Purpose of the Study:
- To address the correlation challenges in North Sea offshore wind power.
- To minimize the variance of total accumulated wind power in the North Sea.
- To evaluate the impact of interconnections on wind power development, particularly for Norway.
Main Methods:
- Applied the Augmented Lagrangian Algorithm (ALA) to solve a nonlinear convex optimization problem.
- Utilized a 20-year historical hour-by-hour dataset for analysis.
- Developed two scenarios for Norwegian offshore wind development: one considering continental interconnections and one without.
Main Results:
- Demonstrated that ALA effectively solves the optimization problem.
- Showcased the benefits of northern Norway offshore wind expansion for enhancing overall wind power value when considering interconnections.
- Highlighted that neglecting interconnections leads to concentrated development in southern Norway (Sørlige Nordsjø II).
- Estimated the wind power correlation coefficient as a function of distance.
- Analyzed power deviations and intermittencies, showing dependence on time resolution.
Conclusions:
- Optimizing offshore wind power in the North Sea requires addressing correlation challenges.
- Strategic placement of wind capacity, like in northern Norway, coupled with interconnections, maximizes value and production stability.
- Integration challenges are sensitive to the time resolution of the analysis.
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