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Partial differential equations / Computational science / Multivariable calculus / Numerical analysis / Ordinary differential equation / Differential equation / Runge–Kutta–Fehlberg method / Integral / Nonlinear system / Calculus / Mathematical analysis / Mathematics


Application of Differential Quadrature to Solution of Pool Boiling Cavities
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Document Date: 2009-01-09 17:06:09

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File Size: 218,09 KB

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City

New York / Norman / /

Company

University Technologists Inc. / Hp / /

Facility

University of Oklahoma / Graduate College / C.M. Sliepcevich Flame Dynamics Laboratory / /

IndustryTerm

rapid solutions / steady state numerical solution / time-independent systems / analytical solutions / numerical solutions / numerical solution / /

Organization

Graduate College / Merrick Computing Center / National Aeronautics and Space Administration / University of Oklahoma / School of Petroleum and Geological Engineering / C.M. Sliepcevich Flame Dynamics Laboratory / Cavities Faruk Civan School of Petroleum and Geological Engineering / /

ProvinceOrState

Oklahoma / New York / /

Technology

heat transfer / /

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