Faculty

Institution

Unit

Venue

Robert B Haber

Research Professor; Professor Emeritus

University of Illinois Urbana-Champaign

Affiliations

The Grainger College of Engineering

Department of Mechanical Science and Engineering

Robert B Haber is currently serving as a Mechanical Science And Engineering Research Professor; Professor Emeritus at University of Illinois Urbana-Champaign.

Honors

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Experiences

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Education

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Robert B Haber

University of Illinois Urbana-Champaign

Research Professor; Professor Emeritus

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applied mathematics mechanical engineering engineering computational mechanics mechanics design optimization mechanics of materials engineering optimization numerical analysis numerical simulations structural optimization nonlinear analysis numerical mathematics finite element methods scientific computing finite element method in structural mechanics design computer graphics partial differential equations fracture mechanics structural mechanics numerical method for partial differential equation topology optimization mechanical modeling dynamic crack propagation mechanical science boundary value problems computer-aided design crack formation graphic interface shape optimization computational visualization information visualization computational optimization unstructured mesh generation visualization (graphics) interactive visualization mathematical optimization structural topology hyperbolic conservation laws continuum mechanics engineering structures elasticity (physics) sensitivity analysis geometry generation boundary element methods design sensitivity analysis mesh optimization constitutive modeling structural design mechanical behavior mesh reduction nonlinear elasticity contact mechanics nonlinear hyperbolic problem viscoplastic fluid topology design material nonlinearities multiscale mechanic method of fundamental solution software visualization visual programming language optimal design linearized elastodynamics visualization techniques source code interactive visual computing adjoint approach adjoint system adaptive refinement variable-topology shape design new approach finite element models distributed-parameter optimization optimal structural design elastic continuum environmental impact of the energy industry sustainable energy energy policy energy transition environmental impact assessment environmental security sustainable development industrial hazard

Notable Scholarly Works

Notable Federal Grants

Collaborators

Spacetime Simulation of Dynamic Fracture With Crack Closure and Frictional Sliding. Advanced Modeling and Simulation in Engineering Sciences (2018)

Reza AbediRobert B. Haber

frictionengineeringspacetime simulationbrittle materialsdynamic crack propagationfracture mechanicsmechanical engineeringdynamic contact modelmechanicscomputational mechanicssolid mechanicscrack formationnumerical simulationsmechanics of materials

Effect of Random Defects on Dynamic Fracture in Quasi-Brittle Materials. International Journal of Fracture (2017)

Reza AbediRobert B. HaberPhilip L. Clarke

materials sciencedynamic crack propagationmechanical propertiesmechanical engineeringdeformationmechanicsfracture mechanicscrack formationrandom defectsapplied physicsreliability physicsmechanical sciencemechanics of materials

Mixed-Mode Dynamic Crack Propagation in Rocks With Contact-Separation Mode Transitions. (2017)

R. AbediR. B. HaberAhmed Elbanna

rock testingdynamic crack propagationfracture mechanicsmechanical engineeringrock mechanicsmechanicscontact-separation mode transitionssolid mechanicscrack formationcivil engineeringrock engineeringengineering geologyapplied physicsrock physicsstress wavemechanics of materials

Adaptive Spacetime Discontinuous Galerkin Method for Hyperbolic Advection-Diffusion With a Non-Negativity Constraint. International Journal for Numerical Methods in Engineering (2015)

Raj Kumar PalReza AbediAmit MadhukarRobert B. Haber

hyperbolic advection-diffusionnumerical analysisboundary value problemsnonlinear hyperbolic problemapplied mathematicsnonlinear analysisnon-negativity constrainthyperbolic equationspartial differential equationshyperbolic conservation lawsdifferential equationsnumerical method for partial differential equation

Riemann Solutions and Spacetime Discontinuous Galerkin Method for Linear Elastodynamic Contact. Computer Methods in Applied Mechanics and Engineering (2013)

Reza AbediRobert B. Haber

numerical analysisboundary value problemsnonlinear hyperbolic problempartial differential equationshyperbolic conservation lawsboundary element methodsnumerical mathematicsmechanical engineeringdiscontinuous galerkin methodcomputational mechanicsmethod of fundamental solutionnonlinear analysisdifferential equationsapplied mathematicsnumerical method for partial differential equationmechanicslinear elastodynamic contactriemann solutionsengineering

Spacetime Dimensional Analysis and Self-Similar Solutions of Linear Elastodynamics and Cohesive Dynamic Fracture. International Journal of Solids and Structures (2011)

R. AbediR.B. Haber

rational mechanicdynamic crack propagationboundary value problemselasticity (physics)structural mechanicscontinuum mechanicscohesive dynamic fracturegeometric analysismechanical engineeringcrack formationnonlinear analysisspacetime dimensional analysisapplied mathematicsmechanical sciencemechanics of materialsfracture mechanicsmechanicsself-similar solutionssolid mechanicsnonlinear elasticity

Adaptive Spacetime Method Using Riemann Jump Conditions for Coupled Atomistic–Continuum Dynamics. Journal of Computational Physics (2009)

B. KraczekS.T. MillerR.B. HaberD.D. Johnson

physicsrational mechanicnumerical analysisnonlinear hyperbolic problemmathematical physicsnumerical simulationspartial differential equationshyperbolic conservation lawscomputational physicsriemann jump conditionsnonlinear sciencecontinuum mechanicsapplied physicsnonlinear dynamicsnonlinear analysisapplied mathematicsadaptive spacetime methodatomistic–continuum dynamicsnumerical method for partial differential equationcontinuum modelingnonlinear phenomenadynamical systems

An Adaptive Spacetime Discontinuous Galerkin Method for Cohesive Models of Elastodynamic Fracture. International Journal for Numerical Methods in Engineering (2009)

Reza AbediMorgan A. HawkerRobert B. HaberKarel Matouš

numerical analysisfinite element methodsnumerical simulationsstructural mechanicsfinite element method in structural mechanicsscientific computingfracture kineticsnumerical mathematicsmechanical engineeringcomputational mechanicsmechanical modelingapplied mathematicsmechanical sciencemechanics of materialsadaptive refinementnumerical method for partial differential equationfracture mechanicsmechanicssdg frameworkengineering

Multi-Field Spacetime Discontinuous Galerkin Methods for Linearized Elastodynamics. Computer Methods in Applied Mechanics and Engineering (2009)

S.T. MillerB. KraczekR.B. HaberD.D. Johnson

scientific computingnumerical mathematicsnumerical analysismechanical engineeringboundary value problemslinearized elastodynamicscomputational mechanicsnonlinear analysisnumerical simulationspartial differential equationsapplied mathematicsnumerical method for partial differential equation

A Spacetime Discontinuous Galerkin Method for Hyperbolic Heat Conduction. Computer Methods in Applied Mechanics and Engineering (2008)

S.T. MillerR.B. Haber

scientific computinghyperbolic heat conductionnumerical mathematicsnumerical analysisboundary value problemsnumerical method for partial differential equationcomputational mechanicsapplied mathematicsnumerical simulationshyperbolic equationspartial differential equationshyperbolic conservation lawsdifferential equationsheat transfer

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Robert B Haber

Research Professor; Professor Emeritus

University of Illinois Urbana-Champaign

Affiliations

The Grainger College of Engineering

Department of Mechanical Science and Engineering

Robert B Haber is currently serving as a Mechanical Science And Engineering Research Professor; Professor Emeritus at University of Illinois Urbana-Champaign.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Robert B Haber

University of Illinois Urbana-Champaign

Research Professor; Professor Emeritus

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Spacetime Simulation of Dynamic Fracture With Crack Closure and Frictional Sliding. Advanced Modeling and Simulation in Engineering Sciences (2018)

Reza AbediRobert B. Haber

Effect of Random Defects on Dynamic Fracture in Quasi-Brittle Materials. International Journal of Fracture (2017)

Reza AbediRobert B. HaberPhilip L. Clarke

Mixed-Mode Dynamic Crack Propagation in Rocks With Contact-Separation Mode Transitions. (2017)

R. AbediR. B. HaberAhmed Elbanna

Adaptive Spacetime Discontinuous Galerkin Method for Hyperbolic Advection-Diffusion With a Non-Negativity Constraint. International Journal for Numerical Methods in Engineering (2015)

Raj Kumar PalReza AbediAmit MadhukarRobert B. Haber

Riemann Solutions and Spacetime Discontinuous Galerkin Method for Linear Elastodynamic Contact. Computer Methods in Applied Mechanics and Engineering (2013)

Reza AbediRobert B. Haber

Spacetime Dimensional Analysis and Self-Similar Solutions of Linear Elastodynamics and Cohesive Dynamic Fracture. International Journal of Solids and Structures (2011)

R. AbediR.B. Haber

Adaptive Spacetime Method Using Riemann Jump Conditions for Coupled Atomistic–Continuum Dynamics. Journal of Computational Physics (2009)

B. KraczekS.T. MillerR.B. HaberD.D. Johnson

An Adaptive Spacetime Discontinuous Galerkin Method for Cohesive Models of Elastodynamic Fracture. International Journal for Numerical Methods in Engineering (2009)

Reza AbediMorgan A. HawkerRobert B. HaberKarel Matouš

Multi-Field Spacetime Discontinuous Galerkin Methods for Linearized Elastodynamics. Computer Methods in Applied Mechanics and Engineering (2009)

S.T. MillerB. KraczekR.B. HaberD.D. Johnson

A Spacetime Discontinuous Galerkin Method for Hyperbolic Heat Conduction. Computer Methods in Applied Mechanics and Engineering (2008)

S.T. MillerR.B. Haber

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sparse linear solvers

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