PI Control for the Cascade Channels Modeled by General Saint-Venant Equations
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Hayat, Amaury, Hu, Yating, Shang, Peipei
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A Discrete Boltzmann Model for Transcritical Flows Governed by the Saint‐Venant Equations
Based on the Hermite expansion approach, a type of discrete Boltzmann model is devised to simulate the open channel flows governed by the Saint‐Venant equations. In this model, a four‐discrete‐velocity set is adopted, and a local equilibrium distribution
Yong Peng +3 more
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Representative volume elements of strain/stress fields measured by diffraction techniques. [PDF]
Şeren MH, Pagan DC, Noyan IC.
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Effective Properties of Homogenised Nonlinear Viscoelastic Composites. [PDF]
Roque-Piedra A +3 more
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Modelling of Flexible Adhesives in Simple Mechanical States with the Use of the Darijani-Naghdabadi Strain Tensors and Kirchhoff-de Saint-Venant Elastic Potential. [PDF]
Szeptyński P, Gams M, Kwiecień A.
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Optimal flow model for plot irrigation.
The primarily linear relationship was verified between the length of a plot and optimal irrigation flow, which is the flow needed to obtain the maximum value of the uniformity coefficient, resulting in high values for application efficiency and the ...
Heber Saucedo +3 more
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The giant increase of stiffness of inhomogeneous rods and beams. [PDF]
Kolpakov AA, Kolpakov AG.
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Multidimensional Datasets Supporting Vulnerability Assessments of Riverine Bridges in Peru. [PDF]
Espinoza Vigil AJ +8 more
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Mechanical Modelling of Static Hysteresis in Under Ballast Mats Using a Novel Rheological Approach. [PDF]
Zbiciak A +4 more
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Multi-phased solutions of Prandtl's stress function for an orthotropic rectangular bar under Saint-Venant's torsion and the general rule of swapping. [PDF]
Wang CH.
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