Faculty

Institution

Unit

Venue

Kurt Anderson

Professor and Associate Dean for Undergraduate Studies

Rensselaer Polytechnic Institute

Affiliations

School of Engineering

Department of Mechanical, Aerospace and Nuclear Engineering

Kurt Anderson is currently serving as a Mechanical, Aerospace And Nuclear Engineering Professor and Associate Dean for Undergraduate Studies at Rensselaer Polytechnic Institute.

Honors

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Experiences

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Education

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Kurt Anderson

Rensselaer Polytechnic Institute

Professor and Associate Dean for Undergraduate Studies

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multibody system dynamic mechanical systems systems engineering applied mathematics computational mechanics computational engineering kinematics numerical analysis multi-physics modelling scientific computing molecular modelling numerical simulations mechanical engineering numerical algorithms multiscale modeling mechanical science aerospace engineering parallel computing computational biophysics mechanical modeling multiphysics problems parallel programming multidisciplinary optimization engineering optimization robot kinematics numerical mathematics computational optimization computer-aided design geometric constraint solving molecular mechanics parallel implementation parallel processing conquer algorithm reduced order modeling sensitivity analysis molecular design trajectory optimization large rotations multibody systems molecular structure vehicle system dynamics parallel complexity theory co-simulation system optimization finite element methods recursive coordinate reduction multibody dynamics isogeometric analysis optimization problems constrained optimization massively-parallel computing particle methods many-body problem dynamic optimization genetic algorithms flexible multibody systems multibody divide coordinate partitioning mathematical optimization aircraft unmanned aircraft systems deformation reconstruction differential analysis industrial robotics aerospace simulation aerospace systems flight control aerospace technology divide-and-conquer algorithm flight dynamics model large deformations efficient multibody divide generalized coordinates formulation singularities parallel efe ciency dynamic equations automation space exploration acta astronautica space robotics aerospace

Video Presentations

Notable Scholarly Works

Notable Federal Grants

Collaborators

History of Forward Dynamics Algorithms. Springer eBooks (2023)

Kurt S. Anderson

forward dynamics algorithmsapplied mathematicssystem dynamicsnonlinear dynamicscomputational mathematicsnonlinear systemsscientific computingdynamical systemsnumerical algorithmsnumerical mathematicscomputational mechanicsmathematicsnumerical analysis

Geometrically Exact Beam Equations in the Adaptive Dca Framework. Multibody System Dynamics (2019)

Jeremy J. LaflinKurt S. Anderson

adaptive dca frameworkboundary value problemsapplied mathematicsbeamformingcomputational electromagnetics

Optimization Problem and Efficient Partitioning Algorithm for Transitions to Finer-Scale Models in Adaptive Resolution Simulation of Articulated Biopolymers. Multibody System Dynamics (2017)

Mohammad PoursinaKurt S. Anderson

multiscale modelingarticulated biopolymersmultibody system dynamicscientific computingmolecular modellingcomputational biophysicsmulti-resolution modelingefficient partitioning algorithmadaptive resolution simulationmultidisciplinary optimizationapplied mathematicsmodeling and simulationbiological engineering

Enhancing the Performance of the Dca When Forming and Solving the Equations of Motion for Multibody Systems. Computational methods in applied sciences (2016)

Jeremy J. LaflinKurt S. AndersonMike Hans

multi-physics modellingcomputational engineeringmultibody system dynamickinematicsmechanical engineeringmultibody systemsmechanical systemsmotion controlapplied mathematicsvehicle system dynamicsmultiphysics problemsnumerical analysis

A Multibody Approach for Computing Long-Range Forces Between Rigid-Bodies Using Multipole Expansions. Journal of Mechanical Science and Technology (2015)

Jeremy LaflinKurt S. Anderson

numerical analysismulti-physics modellingapplied mathematicsmultibody system dynamicmultibody approachscientific computingmechanical engineeringlong-range forcescomputational mechanicsmultipole expansionsgeometric modelingaerospace engineeringisogeometric analysis

Efficient Formation and Solution of Equations of Motion for Multibody Systems With Bodies of Mixed Definition Using Dca. Proceedings of the ECCOMAS Thematic Conference on Multibody Dynamics 2015, Multibody Dynamics 2015 (2015)

Kurt Anderson

multi-physics modellingefficient formationmultibody system dynamicstructural optimizationkinematicssystems engineeringmultibody systemsmechanical systemsapplied mathematicsmultiphysics problemsmixed definitionaerospace engineering

Investigation of GPU Use in Conjunction With Dca-Based Articulated Multibody Systems Simulation. (2015)

Jeremy J. LaflinKurt S. AndersonMichael Hans

computer-aided designgpu usecomputational engineeringmultibody system dynamicarticulated multibody systemscomputational performancescientific computingcomputer engineeringnumerical algorithmsmotion synthesiskinesiologymodeling and simulationgpu computing

Preparing Engineering Students for Professional Practice: Using Capstone to Drive Continuous Improvement. International journal of engineering education (2015)

Mark SteinerJunichi KanaiCheng HsuEric H. LedetJeff MorrisMark AndersonScott MillerKurt AndersonBharat Bagepalli

professional developmentcontinuous improvementdesigneducationstem educationengineering curriculumeducational strategiesstudent-centered learningprofessional practiceengineering educationstudent learningproject-based learningexperiential learning

A Logarithmic Complexity Divide-And-Conquer Algorithm for Multi-Flexible-Body Dynamics Including Large Deformations. Multibody System Dynamics (2014)

Imad M. KhanKurt S. Anderson

large deformationscomputational engineeringmultibody system dynamicengineeringnumerical algorithmsmechanical modelingmultidisciplinary optimizationapplied mathematicsmulti-flexible-body dynamicsnumerical analysismechanicsisogeometric analysis

An Improved Fast Multipole Method for Electrostatic Potential Calculations in a Class of Coarse-Grained Molecular Simulations. Journal of Computational Physics (2014)

Mohammad PoursinaKurt S. Anderson

computational chemistrynumerical simulationsphysicselectrostatic potential calculationscoarse-grained molecular simulationsmolecular designmolecular modellingmolecular structurequantum chemistryapplied physicsab-initio methodsparticle methods

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Kurt Anderson

Professor and Associate Dean for Undergraduate Studies

Rensselaer Polytechnic Institute

Affiliations

School of Engineering

Department of Mechanical, Aerospace and Nuclear Engineering

Kurt Anderson is currently serving as a Mechanical, Aerospace And Nuclear Engineering Professor and Associate Dean for Undergraduate Studies at Rensselaer Polytechnic Institute.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Kurt Anderson

Rensselaer Polytechnic Institute

Professor and Associate Dean for Undergraduate Studies

You can click a keyword to filter the displayed items

Video Presentations

Notable Scholarly Works

Notable Federal Grants

Collaborators

History of Forward Dynamics Algorithms. Springer eBooks (2023)

Kurt S. Anderson

Geometrically Exact Beam Equations in the Adaptive Dca Framework. Multibody System Dynamics (2019)

Jeremy J. LaflinKurt S. Anderson

adaptive dca frameworkboundary value problemsapplied mathematicsbeamformingcomputational electromagnetics

Optimization Problem and Efficient Partitioning Algorithm for Transitions to Finer-Scale Models in Adaptive Resolution Simulation of Articulated Biopolymers. Multibody System Dynamics (2017)

Mohammad PoursinaKurt S. Anderson

Enhancing the Performance of the Dca When Forming and Solving the Equations of Motion for Multibody Systems. Computational methods in applied sciences (2016)

Jeremy J. LaflinKurt S. AndersonMike Hans

A Multibody Approach for Computing Long-Range Forces Between Rigid-Bodies Using Multipole Expansions. Journal of Mechanical Science and Technology (2015)

Jeremy LaflinKurt S. Anderson

Kurt Anderson

Investigation of GPU Use in Conjunction With Dca-Based Articulated Multibody Systems Simulation. (2015)

Jeremy J. LaflinKurt S. AndersonMichael Hans

Preparing Engineering Students for Professional Practice: Using Capstone to Drive Continuous Improvement. International journal of engineering education (2015)

Mark SteinerJunichi KanaiCheng HsuEric H. LedetJeff MorrisMark AndersonScott MillerKurt AndersonBharat Bagepalli

A Logarithmic Complexity Divide-And-Conquer Algorithm for Multi-Flexible-Body Dynamics Including Large Deformations. Multibody System Dynamics (2014)

Imad M. KhanKurt S. Anderson

An Improved Fast Multipole Method for Electrostatic Potential Calculations in a Class of Coarse-Grained Molecular Simulations. Journal of Computational Physics (2014)

Mohammad PoursinaKurt S. Anderson

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Jason Hicken

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aerodynamics

aerospace engineering

Onkar Sahni

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Rensselaer Polytechnic Institute

parallel computing

computational mechanics

Bingen Yang

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University of Southern California

actuation

mechanical systems

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spacecraft attitude control

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engineering

sparse linear solvers

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massively-parallel computing

Daniel J Bodony

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engineering

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design optimization