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Comparative Analysis of Classical and Quantum-Inspired Optimization for Net-Zero Emission Power Grid Operation Suyuti, Muh Zulfadli A; Suyuti, Ansar; Said, Muhammad
Jurnal Ilmiah Teknik Vol. 5 No. 1 (2026): Januari: Jurnal Ilmiah Teknik
Publisher : Asosiasi Dosen Muda Indonesia

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.56127/juit.v5i1.2640

Abstract

The transition toward net-zero-emission power grids has become increasingly challenging due to the growing penetration of renewable energy, the integration of energy storage, and the implementation of carbon-control policies. These developments increase the operational complexity of modern power systems and require optimization approaches capable of managing multiple technical and environmental constraints. Objective: This study aims to evaluate and compare the roles of classical optimization and quantum-inspired optimization in supporting the operation of low-carbon power grids under different energy-transition scenarios. Method: This research employed a quantitative approach using scenario-based modeling and simulation. The power-grid model integrated renewable energy sources, battery energy storage, and carbon-control mechanisms. Several transition scenarios were evaluated by varying renewable-energy targets, carbon prices, and emission caps. Comparative analysis was conducted using classical optimization based on Mixed-Integer Linear Programming (MILP) as the global optimum benchmark and quantum-inspired optimization based on simulated annealing as an alternative solution approach. Findings: The results show that classical optimization produces better solution quality and higher computational efficiency than the quantum-inspired approach. However, the quantum-inspired method is still able to generate feasible and stable solutions, particularly under scenarios with high renewable-energy penetration and strict emission constraints. Implications: These findings suggest that quantum-inspired optimization has practical potential as a complementary tool for supporting low-carbon power-grid operation and energy-transition planning, especially in increasingly complex systems. Originality: The novelty of this study lies in the direct comparison between classical and quantum-inspired optimization within a unified low-carbon power-grid simulation framework. The study provides added value by positioning quantum-inspired optimization as a complement, rather than a substitute, to classical optimization in net-zero-emission power-grid transition.
PREDIKSI POTENSI ENERGI SURYA DAN ANGIN MENGGUNAKAN MODEL LONG SHORT-TERM MEMORY (LSTM) BERBASIS DATA METEOROLOGI Suyuti, Muh Zulfadli A; Syam, Taufik; Chairunnisa Noor, Nurul
Nusantara Hasana Journal Vol. 5 No. 10 (2026): Nusantara Hasana Journal, March 2026
Publisher : Yayasan Nusantara Hasana Berdikari

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.59003/nhj.v5i10.1934

Abstract

The global transition toward renewable energy requires accurate forecasting systems to support effective planning and operational management of power generation. This study aims to analyze and forecast solar and wind energy potential using a Long Short-Term Memory (LSTM) deep learning model. The dataset consists of secondary meteorological data from July–August 2025 with an initial 5-minute resolution, resampled into hourly data. The analyzed variables include global horizontal irradiance (GHI), air temperature, and wind speed at 10 meters. Separate models were developed for solar and wind energy forecasting. Solar modeling was conducted during daylight conditions (GHI > 50 W/m²), while wind modeling utilized full 24-hour data. The solar model achieved a Mean Absolute Error (MAE) of 28.02 Watts, RMSE of 34.09 Watts, and an R² value of 0.742. Meanwhile, the wind model obtained an MAE of 4.54 W/m², RMSE of 7.07 W/m², and an R² value of 0.649. These results indicate that the LSTM approach provides good predictive performance for solar energy and moderate performance for wind energy in short-term forecasting.