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By definition, different streamlines at the same instant in a flow do not intersect, because a fluid particle cannot have two different velocities at the same point. However, pathlines are allowed to intersect themselves or other pathlines (except the starting and end points of the different pathlines, which need to be distinct).
Orel VH2 Streamline, a French aircraft design; Streamline (swimming), the position a swimmer takes underwater after pushing off a pool wall; Streamline Moderne, an architectural style related to Art Deco; Operation Streamline, a program in the United States to prosecute illegal immigrants; Streamline, a brand of the United States Playing Card ...
Because = everywhere (e.g., see In terms of vector rotation), each streamline corresponds to the intersection of a particular stream surface and a particular horizontal plane. Consequently, in three dimensions, unambiguous identification of any particular streamline requires that one specify corresponding values of both the stream function and ...
Streamline Moderne is an international style of Art Deco architecture and design that emerged in the 1930s. Inspired by aerodynamic design, it emphasized curving forms, long horizontal lines, and sometimes nautical elements. In industrial design, it was used in railroad locomotives, telephones, buses, appliances, and other devices to give the ...
An FHA streamline refinance is a type of refinance loan available to FHA loan borrowers. As with any refinance, it involves taking out a new mortgage that you use to pay off your current one.It ...
Streamline form is a swimming technique that is used underwater in every stroke. At the start of a race or on a turn , streamline form is used, usually along with a dolphin kick or flutter kick, to create the least amount of resistance to help the swimmer propel as far as they can.
Streamlines around a sphere in axisymmetric Stokes flow.At terminal velocity the drag force F d balances the force F g propelling the object.. In fluid dynamics, the Stokes stream function is used to describe the streamlines and flow velocity in a three-dimensional incompressible flow with axisymmetry.
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