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1- D MATHEMATICAL MODEL FOR HEAVILY SEDIMENT–LADEN RIVERS AND ITS APPLICATIONS
1- D MATHEMATICAL MODEL HEAVILY SEDIMENT–LADEN RIVERS ITS APPLICATIONS
2013/7/19
Reservoirs on heavily sediment–laden rivers face serious sedimentation and bi g capacity loss. In this paper a 1-D non-equilibrium mathematical model is used to calculate two typical reservoir sedim...
APPLICATION OF TWO-DIMENSIO NAL MATHEMATICAL MODEL TO THE STUDY OF THE YANGTZ E RIVER WATERWAY IMPROVEMENT
APPLICATION TWO-DIMENSIO NAL MATHEMATICAL MODEL STUDY RIVER WATERWAY IMPROVEMENT
2013/7/19
Based on the deep analysis of the change characteristic of numerous shallow and dangerous waterways in the middle and lower reaches of the Yangtze River, a two-dimensional mathematical model is establ...
INTEGRAL MATHEMATICAL MODEL FOR WATER ENVIRONMENT IN THE PEAR RIVER DELTA AND ESTUARIES
Integral mathematical model Water sediment and Salinity Continuous condition The Pearl river estuary
2013/7/22
The study on the characteristic of water environment in the Pearl river estuary area by mathematical model has great significance in the estuary regulation. In this paper, the integral mathematical mo...
RESEARCH AND IMPLEMENT OF A 2-D UNSTEADY VISUAL MATHEMATICAL MODEL OF TIDAL ESTUARY
Planar 2-D Finite element method Tidal flow Mathematical model Visualization
2013/7/22
Based on triangle grids, a planar 2-D unsteady mathematical model of tidal flow is established by the finite element method in this article. Based on the model, a visual software is developed to proce...