Faculty

Institution

Unit

Venue

Theofanis Strouboulis

Professor Aerospace Engineering

Texas A&M University

Affiliations

College of Engineering

Aerospace Engineering

Theofanis Strouboulis is currently serving as an Aerospace Engineering Professor Aerospace Engineering at Texas A&M University.

Honors

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Experiences

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Education

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Theofanis Strouboulis

Texas A&M University

Professor Aerospace Engineering

You can click a keyword to filter the displayed items

applied mathematics engineering numerical analysis numerical simulations mechanical engineering finite element methods computational mechanics numerical mathematics computational engineering numerical method for partial differential equation applied mathematical modelling numerical computation mechanics numerical algorithms mathematical optimization mechanical modeling finite element solutions computational science approximation theory scientific computing finite element method in structural mechanics mesh optimization systems engineering estimation theory error estimation deformation computational optimization precision engineering nonlinear analysis posteriori estimation machine learning research thermal engineering computational fluid dynamics structural optimization numerical experiment theoretical analysis state estimation stressstrain analysis unstructured mesh generation method of fundamental solution helmholtz equation linear elliptic problems model study pollution error posteriori error estimation part ii finite element approximations error estimators computer-aided design boundary value problems global optimization structural analysis error correction parameter estimation hyperparameter estimation parameter identification geometric interpolation boundary element methods mesh-based handbooks recovered derivatives local quality generalized fem exact error reliability engineering validated numerics method validation lower bounds variational analysis temporal complexity model comparison compressible flows numerical stability fault estimation refinement technique error analysis residual stress computational fluid mechanics fluid mechanics rational mechanic numerical treatment

Notable Scholarly Works

Notable Federal Grants

Collaborators

The Generalized Finite Element Method. Elsevier eBooks (2024)

Alejandro M. AragónC. Armando Duarte

scientific computingnumerical mathematicsnumerical analysismechanical engineeringboundary value problemsnumerical algorithmscomputational engineeringcomputational mechanicsfinite element methodsstructural optimizationboundary element methodsmethod of fundamental solutionfinite element method in structural mechanicspartial differential equationsapplied mathematics

Superconvergence of Elliptic Reconstructions of Finite Element Solutions of Parabolic Problems in Domains With Piecewise Smooth Boundaries. Computer Methods in Applied Mechanics and Engineering (2012)

Theofanis StrouboulisDelin WangIvo Babuška

finite element solutionspiecewise smooth boundariesnumerical mathematicsnumerical analysismechanical engineeringmechanicsapplied mathematical modellingcomputational engineeringcomputational mechanicsmechanical modelingfinite element methodselliptic reconstructionspartial differential equationsnumerical simulationsapplied mathematicsparabolic problemsengineeringnumerical method for partial differential equation

Finite Elements: An Introduction to the Method and Error Estimation. Medical Entomology and Zoology (2010)

Ivo BabuškaJohn Robert WhitemanTheofanis Strouboulis

numerical algorithmsnumerical mathematicsnumerical analysiserror estimationfinite element methodsfinite elementsapplied mathematicsnumerical linear algebra

Robustness of Error Estimators for Finite Element Solutions of Problems With High Orthotropy. Computer Methods in Applied Mechanics and Engineering (2009)

T. StrouboulisD.L. WangI. Babuška

finite element solutionshigh orthotropymechanical engineeringmechanicsapplied mathematical modellingcomputational mechanicsnumerical simulationsapplied mathematicsengineeringerror estimators

The Generalized Finite Element Method for Helmholtz Equation. Part II: Effect of Choice of Handbook Functions, Error Due to Absorbing Boundary Conditions and Its Assessment. Computer Methods in Applied Mechanics and Engineering (2007)

Theofanis StrouboulisRealino HidajatIvo Babuška

materials sciencefrictionstructural engineeringresidual stresspart iinumerical simulationsmaterials engineeringboundary conditionsaerospace engineeringnumerical algorithmsdeformationthermal transporthelmholtz equationhandbook functionslarge scale structurerelaxation processsurface sciencefluid dynamicsthermal engineeringcomputational fluid dynamicselectrical engineeringnumerical computation

Assessment of the Cost and Accuracy of the Generalized Fem. International Journal for Numerical Methods in Engineering (2006)

Theofanis StrouboulisLin ZhangIvo Babuška

generalized femnumerical analysismechanical engineeringcomputational engineeringfinite element methodselectrical engineeringnumerical simulationsengineering

Partition of Unity Method for Helmholtz Equation: Q-Convergence for Plane-Wave and Wave-Band Local Bases. Applications of Mathematics (2006)

Theofanis StrouboulisRealino Hidajat

wave-band local basesmathematical analysisnumerical analysisnumerical simulationsmathematical optimizationmicrolocal analysisunity methodboundary element methodsaerospace engineeringscientific computinggeometric analysisnumerical mathematicsmechanical engineeringcomputational engineeringcomputational mechanicsfourier expansionhelmholtz equationspectral theoryapplied mathematicsfourier analysisnumerical method for partial differential equation

The Generalized Finite Element Method for Helmholtz Equation: Theory, Computation, and Open Problems. Computer Methods in Applied Mechanics and Engineering (2006)

Theofanis StrouboulisIvo BabuškaRealino Hidajat

materials sciencestructural engineeringnumerical analysisfinite element methodstheoretical analysisnumerical simulationsfinite element method in structural mechanicsaerospace engineeringnumerical algorithmsdeformationcomputational engineeringstructural optimizationhelmholtz equationtemporal complexitylower boundsvariational analysisthermal engineeringcomputational fluid dynamicselectrical engineeringopen problems

A Posteriori Error Estimation for Generalized Finite Element Methods. Computer Methods in Applied Mechanics and Engineering (2005)

Theofanis StrouboulisLin ZhangDelin WangIvo Babuška

posteriori error estimationnumerical mathematicsnumerical analysismechanical engineeringnumerical algorithmsmechanicsapplied mathematical modellingcomputational engineeringcomputational mechanicscomputational sciencefinite element methodsmechanical modelingnumerical simulationsparameter estimationapplied mathematicsnumerical computationengineering

P ‐Version of the Generalized Fem Using Mesh‐Based Handbooks With Applications to Multiscale Problems. International Journal for Numerical Methods in Engineering (2004)

Theofanis StrouboulisLin ZhangIvo Babuška

numerical analysisfinite element methodsglobal optimizationnumerical simulationscomputational optimizationmathematical optimizationmesh optimizationfinite element method in structural mechanicsmultiscale mechanicmechanical engineeringcomputational engineeringcomputational mechanicsmultiscale modelingprecision engineeringnumerical method for partial differential equationgeneralized femsystems engineeringunstructured mesh generationmesh-based handbooksengineering

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Theofanis Strouboulis

Professor Aerospace Engineering

Texas A&M University

Affiliations

College of Engineering

Aerospace Engineering

Theofanis Strouboulis is currently serving as an Aerospace Engineering Professor Aerospace Engineering at Texas A&M University.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Theofanis Strouboulis

Texas A&M University

Professor Aerospace Engineering

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

The Generalized Finite Element Method. Elsevier eBooks (2024)

Alejandro M. AragónC. Armando Duarte

Theofanis StrouboulisDelin WangIvo Babuška

Finite Elements: An Introduction to the Method and Error Estimation. Medical Entomology and Zoology (2010)

Ivo BabuškaJohn Robert WhitemanTheofanis Strouboulis

numerical algorithmsnumerical mathematicsnumerical analysiserror estimationfinite element methodsfinite elementsapplied mathematicsnumerical linear algebra

Robustness of Error Estimators for Finite Element Solutions of Problems With High Orthotropy. Computer Methods in Applied Mechanics and Engineering (2009)

T. StrouboulisD.L. WangI. Babuška

finite element solutionshigh orthotropymechanical engineeringmechanicsapplied mathematical modellingcomputational mechanicsnumerical simulationsapplied mathematicsengineeringerror estimators

Theofanis StrouboulisRealino HidajatIvo Babuška

Assessment of the Cost and Accuracy of the Generalized Fem. International Journal for Numerical Methods in Engineering (2006)

Theofanis StrouboulisLin ZhangIvo Babuška

generalized femnumerical analysismechanical engineeringcomputational engineeringfinite element methodselectrical engineeringnumerical simulationsengineering

Partition of Unity Method for Helmholtz Equation: Q-Convergence for Plane-Wave and Wave-Band Local Bases. Applications of Mathematics (2006)

Theofanis StrouboulisRealino Hidajat

The Generalized Finite Element Method for Helmholtz Equation: Theory, Computation, and Open Problems. Computer Methods in Applied Mechanics and Engineering (2006)

Theofanis StrouboulisIvo BabuškaRealino Hidajat

A Posteriori Error Estimation for Generalized Finite Element Methods. Computer Methods in Applied Mechanics and Engineering (2005)

Theofanis StrouboulisLin ZhangDelin WangIvo Babuška

P ‐Version of the Generalized Fem Using Mesh‐Based Handbooks With Applications to Multiscale Problems. International Journal for Numerical Methods in Engineering (2004)

Theofanis StrouboulisLin ZhangIvo Babuška

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