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Proceedings Papers

Thermo-Elastic Analysis of Thick-Walled Cylinders Made of Functionally Graded Materials Using Strain Gradient Elasticity

Hossein Sadeghi, Mostafa Baghani, Reza Naghdabadi

Proc. ASME. SMASIS2010, ASME 2010 Conference on Smart Materials, Adaptive Structures and Intelligent Systems, Volume 2, 1-6, September 28–October 1, 2010

Paper No: SMASIS2010-3603

DOI: https://doi.org/10.1115/SMASIS2010-3603

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Topics: Cylinders, Elasticity, Functionally graded materials, Strain gradient, Thermoelasticity, Hoop stress, Tensors, Constitutive equations, Density, Equilibrium (Physics)

Proceedings Papers

An Efficient, Non-Regularized Solution Algorithm for a Finite Strain Shape Memory Alloy Constitutive Model

Jamal Arghavani, Ferdinando Auricchio, Reza Naghdabadi, Alessandro Reali, Saeed Sohrabpour

Proc. ASME. ESDA2010, ASME 2010 10th Biennial Conference on Engineering Systems Design and Analysis, Volume 4, 131-138, July 12–14, 2010

Paper No: ESDA2010-24803

DOI: https://doi.org/10.1115/ESDA2010-24803

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Topics: Algorithms, Constitutive equations, Shape memory alloys, Nucleation (Physics), Boundary-value problems, Computer software, Finite element analysis

Proceedings Papers

Elastic-Plastic Modeling of Hardening Materials Using a Corotational Rate Based on the Plastic Spin Tensor

Kamyar Ghavam, Reza Naghdabadi

Proc. ASME. PVP2007, Volume 3: Design and Analysis, 439-446, July 22–26, 2007

Paper No: PVP2007-26426

DOI: https://doi.org/10.1115/PVP2007-26426

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Topics: Deformation, Hardening, Modeling, Particle spin, Rotation, Spin (Aerodynamics), Tensors

Proceedings Papers

Nonlinear Plastic Modeling of Materials Based on the Generalized Strain Rate Tensor

Kamyar Ghavam, Reza Naghdabadi

Proc. ASME. PVP2008, Volume 3: Design and Analysis, 499-505, July 27–31, 2008

Paper No: PVP2008-61916

DOI: https://doi.org/10.1115/PVP2008-61916

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Topics: Deformation, Hardening, Kinematics, Modeling, Tensors, Flow (Dynamics), Shear (Mechanics)

Proceedings Papers

Elastic-Plastic Modeling of Kinematic Hardening Materials Based on F=F e F p Decomposition and the Logarithmic Strain Tensor

Kamyar Ghavam, Reza Naghdabadi

Proc. ASME. ESDA2004, Volume 1, 337-342, July 19–22, 2004

Paper No: ESDA2004-58310

DOI: https://doi.org/10.1115/ESDA2004-58310

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Topics: Deformation, Hardening, Kinematics, Modeling, Tensors, Shear (Mechanics), Displacement, Flow (Dynamics), Stress

Proceedings Papers

Elastoplastic Stress Study in Thick-Walled Spherical Vessels Considering Finite Deformation

Hossein Darijani, Reza Naghdabadi, Nima Shamsaei, Mehdi Danesh Sararoudi

Proc. ASME. ESDA2006, Volume 1: Advanced Energy Systems, Advanced Materials, Aerospace, Automation and Robotics, Noise Control and Acoustics, and Systems Engineering, 475-482, July 4–7, 2006

Paper No: ESDA2006-95065

DOI: https://doi.org/10.1115/ESDA2006-95065

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Topics: Deformation, Stress, Vessels, Boundary-value problems, Hardening, Stress concentration

Proceedings Papers

Compact Basis Free Relations for Stress Tensors Conjugate to Hill’s Strain Measures

Reza Naghdabadi, Mohsen Asghari, Kamyar Ghavam

Proc. ASME. ESDA2006, Volume 1: Advanced Energy Systems, Advanced Materials, Aerospace, Automation and Robotics, Noise Control and Acoustics, and Systems Engineering, 405-409, July 4–7, 2006

Paper No: ESDA2006-95367

DOI: https://doi.org/10.1115/ESDA2006-95367

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Topics: Continuum mechanics, Stress, Stress tensors, Tensors, Constitutive equations, Eigenvalues, Modeling

Proceedings Papers

Large Deformation Analysis of Elastic Cosserat Continua by FEM

Ehsan Sharbati, Reza Naghdabadi

Proc. ASME. ESDA2006, Volume 3: Dynamic Systems and Controls, Symposium on Design and Analysis of Advanced Structures, and Tribology, 627-636, July 4–7, 2006

Paper No: ESDA2006-95288

DOI: https://doi.org/10.1115/ESDA2006-95288

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Topics: Deformation, Finite element methods, Finite element model, Finite element analysis, Degrees of freedom, Cantilever beams, Constitutive equations, Continuum mechanics, Shear (Mechanics), Tension

Proceedings Papers

Engineering Development of an Instrument Panel Concept Using a Unified FE Modeling Approach

Mehdi Danesh Sararoudi, Nima Shamsaei, Hossein Darijani, Reza Naghdabadi

Proc. ASME. ESDA2006, Volume 2: Automotive Systems, Bioengineering and Biomedical Technology, Fluids Engineering, Maintenance Engineering and Non-Destructive Evaluation, and Nanotechnology, 9-14, July 4–7, 2006

Paper No: ESDA2006-95058

DOI: https://doi.org/10.1115/ESDA2006-95058

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Topics: Instrumentation, Modeling, Temperature, Design, Regulations, Automotive design, Computer-aided engineering, Economics , Engineering simulation, Engineers

Proceedings Papers

Large Elastic-Plastic Deformation Analysis of Rectangular Plates

Reza Naghdabadi, Mohsen Shahi

Proc. ASME. PVP2002, New and Emerging Computational Methods: Applications to Fracture, Damage, and Reliability, 153-159, August 5–9, 2002

Paper No: PVP2002-1203

DOI: https://doi.org/10.1115/PVP2002-1203

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Topics: Deformation, Plates (structures), Stress, Materials properties, Boundary-value problems, Displacement, Elastic plates

Proceedings Papers

A Corotational Flow Rule for Rigid Plastic Hardening Materials Based on Logarithmic Strain Tensor

Reza Naghdabadi, Mehdi Yeganeh, Alireza Saidi

Proc. ASME. PVP2002, New and Emerging Computational Methods: Applications to Fracture, Damage, and Reliability, 95-102, August 5–9, 2002

Paper No: PVP2002-1198

DOI: https://doi.org/10.1115/PVP2002-1198

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Topics: Flow (Dynamics), Hardening, Tensors, Stress tensors, Deformation, Kinematics, Shear (Mechanics), Stress

Proceedings Papers

Elastic-Plastic Modeling of the Hardening Materials Based on an Eulerian Strain Tensor and a Proper Corotational Rate

Reza Naghdabadi, Kamyar Ghavam

Proc. ASME. PVP2005, Volume 2: Computer Technology, 201-206, July 17–21, 2005

Paper No: PVP2005-71445

DOI: https://doi.org/10.1115/PVP2005-71445

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Topics: Hardening, Kinematics, Modeling, Tensors

Proceedings Papers

Some Advantages of the Elliptic Weight Function for the Element Free Galerkin Method

Reza Naghdabadi, Mohsen Asghari

Proc. ASME. PVP2005, Volume 2: Computer Technology, 459-464, July 17–21, 2005

Paper No: PVP2005-71455

DOI: https://doi.org/10.1115/PVP2005-71455

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Topics: Galerkin method, Weight (Mass)

Proceedings Papers

Corotational Analysis of Elastic-Plastic Hardening Materials Based on Different Kinematic Decompositions

Kamyar Ghavam, Reza Naghdabadi

Proc. ASME. PVP2006-ICPVT-11, Volume 3: Design and Analysis, 727-734, July 23–27, 2006

Paper No: PVP2006-ICPVT-11-93442

DOI: https://doi.org/10.1115/PVP2006-ICPVT-11-93442

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Topics: Deformation, Hardening, Kinematics

Proceedings Papers

Unified Basis-Free Relation Between Two Stress Tensors Conjugate to Arbitrary Hill’s Strain Measures

Mohsen Asghari, Reza Naghdabadi

Proc. ASME. PVP2006-ICPVT-11, Volume 3: Design and Analysis, 743-747, July 23–27, 2006

Paper No: PVP2006-ICPVT-11-93687

DOI: https://doi.org/10.1115/PVP2006-ICPVT-11-93687

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Topics: Stress, Stress tensors, Adiabatic processes (Thermodynamics), Dimensions, Eigenvalues, Internal energy (Physics), Solids, Tensors

Journal citation

NARROW

Thermo-Elastic Analysis of Thick-Walled Cylinders Made of Functionally Graded Materials Using Strain Gradient Elasticity

An Efficient, Non-Regularized Solution Algorithm for a Finite Strain Shape Memory Alloy Constitutive Model

Elastic-Plastic Modeling of Hardening Materials Using a Corotational Rate Based on the Plastic Spin Tensor

Nonlinear Plastic Modeling of Materials Based on the Generalized Strain Rate Tensor

Elastic-Plastic Modeling of Kinematic Hardening Materials Based on F=F e F p Decomposition and the Logarithmic Strain Tensor

Elastoplastic Stress Study in Thick-Walled Spherical Vessels Considering Finite Deformation

Compact Basis Free Relations for Stress Tensors Conjugate to Hill’s Strain Measures

Large Deformation Analysis of Elastic Cosserat Continua by FEM

Engineering Development of an Instrument Panel Concept Using a Unified FE Modeling Approach

Large Elastic-Plastic Deformation Analysis of Rectangular Plates

A Corotational Flow Rule for Rigid Plastic Hardening Materials Based on Logarithmic Strain Tensor

Elastic-Plastic Modeling of the Hardening Materials Based on an Eulerian Strain Tensor and a Proper Corotational Rate

Some Advantages of the Elliptic Weight Function for the Element Free Galerkin Method

Corotational Analysis of Elastic-Plastic Hardening Materials Based on Different Kinematic Decompositions

Unified Basis-Free Relation Between Two Stress Tensors Conjugate to Arbitrary Hill’s Strain Measures

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