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Fig 1.

TCN Model.

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Fig 1 Expand

Fig 2.

DTR data forecasting process.

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Table 1.

Line parameters.

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Table 1 Expand

Fig 3.

Improved VMD decomposition of DTR data.

Legend: IMF1-IMF4 = intrinsic mode functions from improved VMD; Res = residual component; X-axis = time (h); Y-axis = DTR value (A).

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Fig 4.

Optimization performance comparison results.

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Fig 5.

Optimization performance of different algorithms.

Legend: Algorithms compared: SMA (Smile Mould Algorithm). PSO (Particle Swarm Optimization), GA (Genetic Algorithm); Y-axis = Fitness Function Value; X-axis = Iteration Count.

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Fig 6.

Comparison of prediction results between the proposed model and deep time series modeling. model.

Legend: “proposed model” = improved VMD-time-varying multi-model ensemble; deep time-series: LSTM, GRU, Transformer; X-axis = Sample point; Y-axis = predicted DTR (A).

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Fig 7.

Comparison of prediction results between the proposed model and traditional learning models.

Legend: “proposed model” = improved VMD-time-varying multi-model ensemble; Other models: BP (Back Propagation), LSSWM (Least· Squares Support Vector Machine); X-axis = Sample point; Y-axis = predicted DTR (A).

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Fig 8.

Comparison of evaluation metrics results between the proposed model and other models.

Legend: Metrics: R2 (determination coefficient, %), RMSE (Root- Mean Square Error), MAE (Mean Absolute Error), MAPE (Mean Absolute Percentage Error, %); Models: improved VMD-time-varying multi-model ensemble, TCN, LSSVM, BP, LSTM, Transformer, GRU.

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Fig 9.

DTR prediction results.

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Fig 10.

Evaluation metrics results.

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Table 2.

Comparison results.

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Table 2 Expand

Table 3.

Sensitivity analysis results of SMA algorithm parameters.

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Table 4.

Sensitivity analysis results of VMD hyperparameters.

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Table 5.

Sensitivity analysis results of VMD hyperparameters.

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Table 6.

Sensitivity analysis results of dynamic weighted sliding window length.

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