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Rosenbrock methods / Numerical methods for ordinary differential equations / Motive / Explicit and implicit methods / Linear multistep method / Numerical integration / Stiff equation / Circumflex / Mathematics / Mathematical analysis / Numerical analysis


273 A Rosenbrock–Nystrom state space implicit approach for the dynamic analysis of mechanical systems: II—method and numerical examples D Negrut1*, A Sandu2, E J Haug3, F A Potra4 and C Sandu5
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Document Date: 2005-02-26 21:34:43


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City

Ann Arbor / Berlin Heidelberg / Toronto / London / Boston / Baltimore / Sydney / Iowa City / /

Company

Norsett S. P. / /

Country

United States / /

Currency

pence / GBP / /

Facility

The University of Iowa / Michigan Technological University / University of Maryland / University of Michigan / /

IndustryTerm

value problem solution / tn numerical solution / cubic spline interpolation algorithm / proposed implicit algorithm / multibody systems / stiff systems / explicit integrator / mechanical systems / stiff mechanical systems / art existent algorithms / numerical solution / /

Organization

The University of Iowa / Michigan Technological University / National Science Foundation / United States Army / Department of Computer Science / University of Maryland / Baltimore County / US Army TankAutomotive Research / Development / and Engineering Center / Department of Defense / F. A. A / the University of Michigan / Department of Mathematics and Statistics / Department of Mechanical Engineering / /

Person

Florian Potra / /

Position

*Corresponding author / controller / /

ProgrammingLanguage

E / Onyx / J / C / /

ProvinceOrState

Maryland / Baltimore County / New York / Iowa / Michigan / /

Technology

integration step size Algorithm / proposed algorithm / three algorithm / Nystrom algorithm / R10000 processor / simulation / cubic spline interpolation algorithm / proposed implicit algorithm / art existent algorithms / SSODE algorithm / /

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