Introduction to 3d Rectangular
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We investigate numerically the EHD pumping through pure conduction phenomenon in a 3D rectangular channel.
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The regimes of joint flows of the evaporating liquid and vapor-gas mixture in a 3D rectangular channel are studied with the help of a partially invariant solution for the convection equations.
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This study aims to evaluate the clinical outcomes of treatment of mandibular angle fractures using 3D rectangular grid plate.
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The following liquid body geometries are studied: 2D rectangles hit symmetrically by the plate, including a case with impermeable sidewalls, asymmetric hit of a 2D rectangle, and symmetric hit of a 3D rectangular box, and of a circular cylinder.
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Synthetic 3D rectangular wave
field and SAR data are decomposed into 3D damped exponentials to the CRB accuracy in examples.
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The patients were divided randomly into three equal groups, group I was treated by superior and inferior straight miniplate while group II was treated by double L- shaped miniplates fixation technique and group III was treated by 3D rectangular miniplate.
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This paper presents experimental measurements of mean flow development for a 3D rectangular wall jet confined by a vertical baffle with a fixed distance (400 mm) from its surface to the nozzle.
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In [3], we extended this work to three dimensions, showing that arbitrary 3D rectangular boards with one cube removed, of size K × L × M , where KLM ≡ 1 (mod 3) and K, L, M > 1 are L-tilable.
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To solve this problem, the work is focused on extending the classical 2D rectangular cell decomposition towards a 3D rectangular cuboid representation of the free space.
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Experimental example of a 3D rectangular-box cavity with a flexible plate is presented.
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The 4th order Darcy–Bénard eigenvalue problem for the onset of thermal convection in a 3D rectangular porous box is investigated.
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We investigate numerically the EHD pumping through pure conduction phenomenon in a 3D rectangular channel.
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The presence of 3D rectangular structures is highlighted and analysed.
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The regimes of joint flows of the evaporating liquid and vapor-gas mixture in a 3D rectangular channel are studied with the help of a partially invariant solution for the convection equations.
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Based on the potential flow theory, a Lagrangian formulation is used to cope with non-linear free-surface waves of sloshing water in 2D and 3D rectangular and square tanks.
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