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李晓阳, 曹永吉, 李常刚, 等. 基于改进CGAN和ARIMA组合模型的风光典型场景生成[J]. 电力系统保护与控制, 2026,54(17).
LI Xiaoyang, CAO Yongji, LI Changgang, et al. Typical wind‑PV scenario generation based on improved CGAN‑ARIMA hybrid model[J]. Power System Protection and Control, 2026, 54(17).
李晓阳, 曹永吉, 李常刚, 等. 基于改进CGAN和ARIMA组合模型的风光典型场景生成[J]. 电力系统保护与控制, 2026,54(17). DOI: 10.19783/j.cnki.pspc.260095.
LI Xiaoyang, CAO Yongji, LI Changgang, et al. Typical wind‑PV scenario generation based on improved CGAN‑ARIMA hybrid model[J]. Power System Protection and Control, 2026, 54(17). DOI: 10.19783/j.cnki.pspc.260095.
在可再生能源高比例接入的背景下,电力系统面临不确定性的复杂程度加深,导致运行与规划愈发依赖精细化的场景生成。针对单一深度生成模型可解释性不足且难以保证物理可行性的问题,结合深度生成模型的隐式学习能力与参数统计模型的显式建模能力,提出基于改进条件生成对抗网络 (conditional generative adversarial network
CGAN) 和自回归积分滑动平均 (autoregressive integrated moving average
ARIMA) 组合模型的风光典型场景生成方法。首先,利用 ARIMA 模型对出力数据中的低频趋势分量进行建模,并提取高频残差序列。其次,构建内嵌长短期记忆网络的改进 CGAN,并通过在生成器损失函数中引入统计正则项,改善生成残差的分布特性,从而实现高频残差序列建模。然后,基于核主成分分析和高斯混合模型,对生成的高维场景矩阵进行非线性降维、自适应聚类和概率加权,以提取具有概率权重的典型场景。最后,算例分析结果表明,所提方法能够降低 50% 以上的 Wasserstein 距离和 40% 以上的条件风险价值误差,验证了其有效性。
With the high penetration of renewable energy
the complexity of uncertainties faced by power systems has intensified
making operational planning increasingly reliant on refined scenario generation. To address the issues of insufficient interpretability and difficulty in ensuring physical feasibility in a single deep generative model
a typical wind and PV output scenario generation method based on an improved conditional generative adversarial network (CGAN) and autoregressive integrated moving average (ARIMA) hybrid model is proposed
which integrates the implicit learning capability of deep generative models with the explicit modeling capability of parametric statistical models. First
the ARIMA model is used to capture the low‑frequency trend components of the output data
while extracting the high‑frequency residual sequences. Then
an improved CGAN model integrated with long short‑term memory network is constructed. A statistical regularization term is introduced into the generator loss function to refine the distribution characteristics of residuals
thereby achieving high‑frequency residual sequence modeling. Moreover
kernel principal component analysis and a Gaussian mixture model are applied to perform nonlinear dimensionality reduction
adaptive clustering
and probability weighting on the generated high‑dimensional scenario matrices
thereby extracting typical scenarios with probability weights. Finally
case studies indicate that the proposed approach reduces the Wasserstein distance index by more than 50% and the conditional value‑at‑risk error by over 40%
confirming its effectiveness.
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