Results 71 to 80 of about 290 (130)
Numerical Solution of the Plane Problem of Thermo-Elasticity in Strains [PDF]
In the work, within the framework of the Saint-Venant compatibility conditions, two plane problems of thermoelasticity with respect to deformations are formulated. The closedness of boundary value problems is achieved by considering equilibrium equations
Khaldjigitov Abduvali +3 more
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SAINT-VENANT TYPE ESTIMATE FOR THE WAVE EQUATION
Bu çalışmada hızı azalan bir dalga denklemi için Uzaysal Azalım Kestirimi elde edilmiştir. Yük bölgesinden uzaklaşıldıkça son etkilerin, en azından kısa zaman aralıkları için çok hızlı bir şekilde azaldığı görülmüştür.
YAMAN, Metin, GÖZÜKIZIL, Ö.
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Mathematical modelling of water flows processes in rivers and open channels for many years has been target of researches for hydrotechnics and hydrologists. For flows forecasting in open channels models based on one-dimensional equations are mostly used.
Mańko Robert
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Online Model Identification Of Open-Channel System With High Order IDZ Model
In the control of open-channel, it is difficult to estimate wave propergation time because of the complexity of reflection, superposition and energy attenuation of shallow water waves. Although Saint-Venant equation have reasonable accuracy in describing
Liao Wenjun +5 more
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PI Control for the Cascade Channels Modeled by General Saint-Venant Equations
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Hayat, Amaury, Hu, Yating, Shang, Peipei
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LOST QUICK SOLUTIONS IN LONG STRIP BENDING PROBLEM
Aconstruction with the method of the simple iterations the modelproblemof the bending a long thin strip approximateequations is considered. The obtained resolving equationscoin- cide with the equations of the strength of materialsin the principal terms ...
E M Zveryayev
doaj
River hydrodynamics are influenced by numerous factors that traditional models often fail to fully capture. Simulating complex hydrographs can benefit from parsimonious upscaling models, such as fractional derivative equations, that reduce the need to ...
Hui Wei +5 more
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This study delves into the spatial characteristics of solutions for a specific class of evolution equations that incorporate biharmonic operators. The process begins with the construction of an energy function.
Jincheng Shi, Yiwu Lin
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One-Dimensional Simulation of Flow and Sediment Transport, A Case Study in the Aland River [PDF]
In this paper, a mathematical model is presented for studying the unsteady flow, aggradation, and degradation in alluvial channels. The one-dimensional, unsteady, gradually varied flow equations (saint-venant equations) and the sediment continuity ...
Yousef Hasanzadeh +3 more
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Accuracy Assessment of Numerical Morphological Models Based on Reduced Saint‐Venant Equations
Sustainable river management often requires long‐term morphological simulations. As the future is unknown, uncertainty needs to be accounted for, which may require probabilistic simulations covering a large parameter domain.
H. J. Barneveld +3 more
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