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Open AccessDOI: 10.19912/j.0254-0096.tynxb.202608_9682Original Research

TBiLSTM Hybrid Network for Photovoltaic Power Forecasting Based on Multi-Temporal Feature Fusion

School of Information Engineering, Ningxia University, Yinchuan 750021, China; Ningxia Key Laboratory of Artificial Intelligence and Information Security for East-West Computing, Yinchuan 750021, China

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TBiLSTM Hybrid Network for Photovoltaic Power Forecasting Based on Multi-Temporal Feature Fusion
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Published In
Acta Energiae Solaris Sinica
Published:January 15, 2026Edition:Vol. 47, Issue 8 • pp. 100-112Citation:LI Wanghui et al. (2026), Acta Energiae Solaris Sinica
Impact FactorPeer-Reviewed Core
Source Journal太阳能学报
Strategic Intelligence Pillar
Perovskite Solar Cells: Silicon/Perovskite Tandem Cells, 2D/3D Passivation & Module Stability
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Key Takeaways & Executive Findings

  • • • Irradiance dominates PV power output with a Pearson coefficient of r = 0.95, while humidity (r = −0.53) and temperature (r = 0.52) provide secondary predictive leverage; wind speed (r = 0.04) and wind direction (r = 0.03) fall below the 0.2 relevance threshold and are excluded, reducing input dimensionality and training convergence time without sacrificing accuracy. • • Against a BiLSTM baseline, the TBiLSTM reduces MAE by 37.16%, MAPE by 55.59%, MSE by 52.11%, and RMSE by 33.75%, while raising R² by 4.03%—a margin that directly translates to lower imbalance penalties in day-ahead market bidding and reduced reserve procurement for grid operators. • • Relative to CNN-BiLSTM, the hybrid architecture still achieves MAE reduction of 12.43%, MAPE reduction of 8.79%, MSE reduction of 20.98%, RMSE reduction of 11.13%, and R² improvement of 2.13%, demonstrating that multi-head self-attention captures cross-time-step dependencies that convolutional kernels cannot resolve under rapid cloud transients. • • The largest single-model gain is against standalone CNN (MAE −47.63%, MAPE −68.80%, MSE −68.47%, RMSE −45.49%), confirming that pure convolutional feature extraction is inadequate for non-stationary PV power series and that recurrent bidirectional modeling remains essential for capturing diurnal ramp dynamics.
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Abstract

Photovoltaic (PV) power forecasting is fundamentally constrained by the stochastic volatility of irradiance, temperature, and atmospheric pressure, which degrades the accuracy of conventional statistical and single-branch recurrent architectures. This study proposes a TBiLSTM hybrid network that fuses multi-temporal features through a Transformer encoder and a bidirectional long short-term memory (BiLSTM) network. Input meteorological sequences—irradiance, humidity, temperature, and pressure—are min-max normalized to [0,1] and augmented with learnable positional encodings to preserve temporal ordering. The Transformer encoder applies multi-head self-attention to capture global cross-time-step dependencies, with residual connections and layer normalization stabilizing gradient propagation. The encoded representation is then passed to a BiLSTM, which extracts forward and backward local temporal dynamics; the final hidden state is mapped to the power sequence via a fully connected layer. Pearson correlation analysis on 3002 samples identifies irradiance (r = 0.95), humidity (r = −0.53), temperature (r = 0.52), and pressure (r = 0.25) as the dominant features, while wind speed (r = 0.04) and wind direction (r = 0.03) are excluded. On two public datasets, the proposed model reduces MAE by 37.16%, 47.63%, and 12.43% versus BiLSTM, CNN, and CNN-BiLSTM, respectively; MAPE by 55.59%, 68.80%, and 8.79%; MSE by 52.11%, 68.47%, and 20.98%; and RMSE by 33.75%, 45.49%, and 11.13%, while improving R² by 4.03%, 4.03%, and 2.13%. These results confirm the model's reliability and superiority for grid dispatch and PV plant operation.

1. Introduction

Grid-scale PV penetration has exposed a persistent operational bottleneck: the stochastic coupling of cloud transients, ambient temperature, and atmospheric pressure produces power ramps that conventional forecasting pipelines cannot track with sufficient fidelity. Statistical mapping methods depend on complete and high-quality historical records and degrade sharply under sensor dropout or anomalous weather; physical models require precise tilt, azimuth, and panel-level meteorological parameters that are rarely available at fleet scale; and single-branch recurrent networks—RNN and LSTM—suffer from information loss over long input horizons or are constrained by layer and unit counts that cap representational capacity. The result is a systematic gap between scheduled and delivered power, which propagates into imbalance charges, reserve activation costs, and reduced renewable curtailment headroom.

The TBiLSTM protocol addresses this bottleneck by decoupling global and local temporal extraction. A Transformer encoder with multi-head self-attention and learnable positional encoding models cross-time-step dependencies in parallel, eliminating the gradient-vanishing constraint of sequential RNN processing. Its output, stabilized by residual connections and layer normalization, is then fed to a BiLSTM that captures forward and backward local dynamics, and a fully connected layer maps the final hidden state to the power sequence. Pearson screening on 3002 samples retains only irradiance, humidity, temperature, and pressure, pruning wind speed and wind direction below the 0.2 relevance threshold. Across two public datasets, this architecture reduces MAE by 12.43–47.63% and RMSE by 11.13–45.49% against CNN-BiLSTM, CNN, and BiLSTM baselines, establishing a measurable accuracy floor for dispatch-grade PV forecasting.

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Cite This Research Paper
LI Wanghui, LI Zhendong, LI Shuai, HU Jinchao (2026). TBiLSTM Hybrid Network for Photovoltaic Power Forecasting Based on Multi-Temporal Feature Fusion. Acta Energiae Solaris Sinica. https://doi.org/10.19912/j.0254-0096.tynxb.202608_9682
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Frequently Asked Questions

What is the dominant failure mechanism of standalone BiLSTM under rapid cloud transients, and how does the Transformer encoder mitigate it?

Standalone BiLSTM processes the sequence sequentially, so long input horizons cause gradient vanishing and information loss across distant time steps; it also cannot resolve non-local coupling between irradiance drops and delayed power ramps. The Transformer encoder applies multi-head self-attention in parallel across the entire input, assigning weights to all time steps simultaneously, with residual connections and layer normalization stabilizing gradients. This yields a 37.16% MAE reduction and 33.75% RMSE reduction versus BiLSTM, directly improving ramp-event tracking.

Why were wind speed and wind direction excluded despite being standard meteorological inputs?

Pearson correlation analysis on 3002 samples returned r = 0.04 for wind speed and r = 0.03 for wind direction, both below the 0.2 threshold for weak or no correlation. Retaining them would increase input dimensionality, slow convergence, and risk overfitting without predictive gain. The retained features—irradiance (r = 0.95), humidity (r = −0.53), temperature (r = 0.52), and pressure (r = 0.25)—carry the measurable signal.

Does the TBiLSTM architecture maintain a cost-accuracy advantage over CNN-BiLSTM in operational deployment?

Against CNN-BiLSTM, TBiLSTM reduces MAE by 12.43%, MAPE by 8.79%, MSE by 20.98%, RMSE by 11.13%, and improves R² by 2.13%. The incremental computational cost is confined to the self-attention block, which parallelizes across time steps and avoids the sequential penalty of pure recurrent stacks. For a utility-scale plant, an 8.79% MAPE reduction directly lowers imbalance settlement and reserve activation charges, offsetting the added inference cost.

What is the scalability bottleneck when extending this model from two public datasets to a multi-site PV fleet?

The model requires consistent multi-dimensional inputs—irradiance, humidity, temperature, and pressure—at uniform sampling intervals. Cross-site heterogeneity in sensor calibration, tilt angle, and microclimate shifts the input distribution, which can degrade the learned attention weights. Retraining or fine-tuning per site is necessary; the 3002-sample correlation analysis must be repeated to confirm that the 0.2 relevance threshold still excludes wind features at each location. Without this, the reported 12.43–47.63% MAE gains are not transferable.

How does min-max normalization to [0,1] affect model stability and the interpretability of the reported error metrics?

Min-max normalization prevents high-magnitude features such as pressure from dominating gradient updates, which would otherwise suppress learning on lower-magnitude but higher-relevance features like humidity. The inverse transform in Eq. (3) restores predictions to original power units before MAE, MAPE, MSE, and RMSE computation, so all reported reductions—37.16% MAE, 55.59% MAPE, 52.11% MSE, 33.75% RMSE versus BiLSTM—are in physical units and directly comparable to baseline performance.

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