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Computational science / Fluid dynamics / Operator theory / Partial differential equations / Differential calculus / Smoothed-particle hydrodynamics / Viscosity / Navier–Stokes equations / Volume of fluid method / Computational fluid dynamics / Calculus / Physics


Fluid Control Using the Adjoint Method Antoine McNamara University of Washington Adrien Treuille University of Washington
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Document Date: 2004-07-15 08:59:47


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File Size: 4,26 MB

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Springer-Verlag / Dns / ILES / /

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Zoran / Target / sT Ab / Sony / UW Animation Research Labs / Electronic Arts / Microsoft / Universal Academy Press / /

Facility

Carnegie Mellon University / We store / Adjoint Method Antoine McNamara University of Washington Adrien Treuille University of Washington Zoran Popovi´c University of Washington Jos Stam Alias Systems Figure / Stable Fluid Dynamics / Stable Fluids / /

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intractable using previous control algorithms / fluid control applications / vector product / earlier systems / heapsort algorithm / closed-form solution / adequate solution / vector-matrix product / possible applications / feedback algorithms / search space / particular solution / linear systems / /

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uMtT Mt / rT Mt / Mt u||2 / /

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University of Washington / National Science Foundation / Carnegie Mellon University / Meteorological Society of Japan / Stanford / /

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Peter Schmid / Jessica Kristan Miller / Giles / Pierce / Alfred P. Sloan / Donna Calhoun / John Anderson / /

Position

system designer / RT / fluid forward / /

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Nova Scotia / M. B. / New York / /

PublishedMedium

ACM Transactions on Graphics / Computer Graphics / Journal of Computational Physics / Journal of Fluid Mechanics / /

Technology

Dns / heapsort algorithm / feedback algorithms / fluid dynamics / computationally intractable using previous control algorithms / simulation / Animation / Image Processing / Stable Fluids algorithm / /

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