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Navier-Stokes equations Named after Claude-Louis Navier and George Gabriel Stokes, Navier-Stokes equations are a set of partial differential equations that accurately and reliably describe the motion of liquids and gases, allowing them to be recreated in simulation. Below, we offer a selection of links from our resource databases which may match this term.
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Results by page [1] (31/07/2013)
Since 2006, Beverley McKeon, professor of aeronautics and associate director of the Graduate Aerospace Laboratories at the California Institute of Technology (Caltech) and collaborator Ati Sharma, a senior lecturer in aerodynamics and fligh...
(06/02/2004)
The way fabric moves has always been a pain to recapture virtually. Creating realistic folds and drapes in anything from skirts to sails has always been computationally expensive, and impossible to produce in realtime. Now, thanks to Mah...
(05/09/2005)
Simulation of mechanical systems Mechanical systems simulation has always typically been a primitive branch of simulation. Individual moving parts have long been simulated working together, but a complete working engine in re...
(13/08/2009)
Grassed waterways are placed in agricultural fields where runoff water tends to concentrate because they can substantially reduce soil erosion. Mapping techniques that help identify where erosion channels will likely form could help farmers...
(22/07/2013)
Tiny optical components — the heart of modern communications systems — might one day increase the operational speed of computers. When designing these components, optical engineers rely on mathematical simulations to predict the performance...
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