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Development of Spatiotemporal Recurrent Neural Network for Modeling of Spatiotemporal Processes

机译:发短型常压神经网络的发展,用于模拟时空过程

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Modeling distributed parameter systems (DPSs) are usually challenging due to their infinite dimension nature and strong nonlinearity. As a result, the commonly used DPS modeling methods often do not represent this kind of DPSs well due to model reduction and its neglect of nonlinear dynamics. Here, a novel spatiotemporal recurrent neural network (SRNN) modeling method was proposed for nonlinear DPSs. Generally, the space neighboring the points in a DPS interact each other by means of energy transfer, also known as spatial dynamics. In this SRNN model, its hidden layer at each time is designed to represent the spatial dynamics using a bidirectional RNN (BRNN). The BRNN has the ability to represent this complex interaction since its neighboring hidden layers are used to represent these adjacent spatial points and using a forward step and a backward step represents the interaction between neighboring hidden layers. Then, with the combination of all hidden layers of the SRNN over time, the temporal dynamics of the snapshots is exhibited and represented. In this way, this SRNN integrates the spatial temporal dynamics together and is without requirement of model reduction. A solving approach is then proposed to find its solution, and a convergence analysis further proves that the proposed method can effectively reconstruct the nonlinear spatiotemporal dynamics of the nonlinear DPS. The article not only demonstrate the effectiveness of the proposed method, but also demonstrate its superior modeling performance as compared to several common methods.
机译:模型分布式参数系统(DPSS)由于其无限的尺寸自然和强烈的非线性,通常是具有挑战性的。结果,由于模型减少和非线性动力学忽略,通常使用的DPS建模方法通常不代表这种DPS。这里,提出了一种用于非线性DPS的新型时尚经常性神经网络(SRNN)建模方法。通常,邻居DPS中的点的空间通过能量传递彼此相互作用,也称为空间动态。在该SRNN模型中,每个时间的隐藏层旨在使用双向RNN(BRNN)表示空间动态。 BRNN具有表示该复杂交互的能力,因为其相邻的隐藏层用于表示这些相邻的空间点并使用前向步骤,并且向后步骤表示相邻隐藏层之间的交互。然后,随着时间的推移,通过SRNN的所有隐藏层的组合,展示并表示快照的时间动态。通过这种方式,该SRNN将空间时间动态集成在一起,不需要模型减少。然后提出一种解决方法来寻找其解决方案,并进一步证明了该方法可以有效地重建非线性DP的非线性时空动态。本文不仅展示了所提出的方法的有效性,而且还展示了与几种常用方法相比的卓越的建模性能。

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