论文标题
复发性卷积深神经网络,用于建模时间分辨野火传播行为
Recurrent Convolutional Deep Neural Networks for Modeling Time-Resolved Wildfire Spread Behavior
论文作者
论文摘要
野火的发病率和严重程度的增加强调了准确预测其行为的必要性。尽管从第一原则得出的高保真模型提供了物理准确性,但在实时火灾响应中使用它们在计算上太昂贵。低保真模型通过整合经验测量来牺牲一些身体的准确性和概括性,但可以实时模拟火灾响应中的操作使用。机器学习技术提供了通过学习第一原理物理学来实现计算加速的能力来弥合这些目标的能力。虽然深度学习方法表明能够在较大时段预测野火传播的能力,但积极的火灾管理需要时间分辨的火灾预测。在这项工作中,我们评估了深度学习方法在准确建模野火动态方面的能力。我们使用自回归过程,在这种过程中,卷积复发的深度学习模型可以预测在15分钟的增量中传播野火。我们演示了在三个模拟数据集中应用的模型,这些模型的复杂性增加,其中包含具有均匀燃料分布的野外火以及从美国加利福尼亚地区采样的现实世界拓扑。我们表明,即使经过100个自动回旋预测,代表了超过24小时的模拟火灾蔓延,最终的模型仍会产生稳定且逼真的传播动力学,在预测产生的火疤痕时达到了0.89至0.94的jaccard得分。
The increasing incidence and severity of wildfires underscores the necessity of accurately predicting their behavior. While high-fidelity models derived from first principles offer physical accuracy, they are too computationally expensive for use in real-time fire response. Low-fidelity models sacrifice some physical accuracy and generalizability via the integration of empirical measurements, but enable real-time simulations for operational use in fire response. Machine learning techniques offer the ability to bridge these objectives by learning first-principles physics while achieving computational speedup. While deep learning approaches have demonstrated the ability to predict wildfire propagation over large time periods, time-resolved fire-spread predictions are needed for active fire management. In this work, we evaluate the ability of deep learning approaches in accurately modeling the time-resolved dynamics of wildfires. We use an autoregressive process in which a convolutional recurrent deep learning model makes predictions that propagate a wildfire over 15 minute increments. We demonstrate the model in application to three simulated datasets of increasing complexity, containing both field fires with homogeneous fuel distribution as well as real-world topologies sampled from the California region of the United States. We show that even after 100 autoregressive predictions representing more than 24 hours of simulated fire spread, the resulting models generate stable and realistic propagation dynamics, achieving a Jaccard score between 0.89 and 0.94 when predicting the resulting fire scar.