location: Current position: Home >> Scientific Research >> Paper Publications

OPTIMAL DYNAMIC TEMPORAL-SPATIAL PARAMTER INVERSION METHODS FOR THE MARINE INTEGRATED ELEMENT WATER QUALITY MODEL USING A DATA-DRIVEN NEURAL NETWORK

Hits:

Indexed by:期刊论文

Date of Publication:2012-10-01

Journal:JOURNAL OF MARINE SCIENCE AND TECHNOLOGY-TAIWAN

Included Journals:SCIE、Scopus

Volume:20

Issue:5

Page Number:575-583

ISSN No.:1023-2796

Key Words:artificial neural network (ANN); data-driven model; integrated element; marine water quality model; temporal-spatial inversion

Abstract:Certain marine water quality or ecosystem model parameters vary in space and time because of different plankton taxonomic compositions over a large domain. The same parameter vectors can result in suboptimal calibration. In the present paper, a data-driven model based on an artificial neural network is developed to inverse the values of model parameters dynamically. All training data used are calculated using numerical water quality models from the results of multi-parameter matching design cases such that physical properties are not disturbed. The aim is to determine the relationship between the model parameters and the pollution concentration values of interior stations. Field data are used in the analysis of the relationship for inversing optimal parameters. The temporal and spatial variations of sensitive parameters are considered using four inversion methods, namely, temporal-spatial, spatial, temporal and non-temporal, and non-spatial, to enhance the model accuracy. In water quality models, an integrated element method is simultaneously applied using grids for spatial variation. Case studies in the Bohai Sea, China, and an identical experiment using dissolved inorganic nitrogen are conducted to validate the aforementioned methods. The average maximum of absolute error is reduced from 0.0435 to 0.00756, with a reduction rate of 82.62%. The results show that the temporal-spatial inversion method improves the accuracy of the water quality model.

Pre One:适合渗透海床上的Boussinesq 水波数学模型

Next One:圆柱型桥墩绕流的流场特性实验分析