Multiscale modeling of materials or the importance of multidisciplinary dialogue Rémi Dingreville NYU-Poly Research Showcase Collaborative Opportunities.

Slides:



Advertisements
Similar presentations
PWI Modelling Meeting – EFDA C. J. OrtizCulham, Sept. 7 th - 8 th, /8 Defect formation and evolution in W under irradiation Christophe J. Ortiz Laboratorio.
Advertisements

Continuum Simulation Monday, 9/30/2002. Class Progress Visualization: abstract concept (stress,2D, 3D), mechanical field Stochastic simulations: random.
1 Discrete models for defects and their motion in crystals A. Carpio, UCM, Spain A. Carpio, UCM, Spain joint work with: L.L. Bonilla,UC3M, Spain L.L. Bonilla,UC3M,
Multiscale Dynamics of Bio-Systems: Molecules to Continuum February 2005.
Presented by: Nassia Tzelepi Progress on the Graphite Crystal Plasticity Finite Element Model (CPFEM) J F B Payne L Delannay, P Yan (University of Louvaine)
Damage and Optimization Models for Analysis and Design of Discontinuous Fiber Composite Structures Ba Nghiep Nguyen Acknowledgements: PNNL’s Computational.
Aug 9-10, 2011 Nuclear Energy University Programs Materials: NEAMS Perspective James Peltz, Program Manager, NEAMS Crosscutting Methods and Tools.
Crashworthiness and High Strain Rate Material Testing Test Development for Vehicle Crash Conditions Motivation: The current vehicle design approaches result.
Nature provides us of many examples of self- assembled materials, from soft and flexible cell- membranes to hard sea shells. Such materials.
Chapter 01: Flows in micro-fluidic systems Xiangyu Hu Technical University of Munich.
 Product design optimization Process optimization Reduced experimentation Physical system Process model Product model Product Market need Multiscale Modeling.
ICME and Multiscale Modeling
Materials Performance Centre Modeling Directions.
Adnan Khan Lahore University of Management Sciences Peter Kramer Rensselaer Polytechnic Institute.
Adnan Khan Department of Mathematics Lahore University of Management Sciences.
MCP 1 L. Zhang and M. T. Lusk Colorado School of Mines T.J. Bartel and E.A. Holm Sandia National Laboratories March 18, 2008 Anisotropic EBSD Nickel data.
Two Approaches to Multiphysics Modeling Sun, Yongqi FAU Erlangen-Nürnberg.
1 MODELING DT VAPORIZATION AND MELTING IN A DIRECT DRIVE TARGET B. R. Christensen, A. R. Raffray, and M. S. Tillack Mechanical and Aerospace Engineering.
Reduced Degree of Freedom Predictive Methods for Control and Design of Interfaces in Nanofeatured Systems Brenner, Buongiorno-Nardelli, Zikry, Scattergood,
NanotechnologyNanoscience Modeling and Simulation Develop models of nanomaterials processing and predict bulk properties of materials that contain nanomaterials.
Ramesh Talreja Aerospace Engineering Texas A&M University, College Station, Texas.
Engineering Materials The Advanced Photon Source is funded by the U.S. Department of Energy Office of Science Advanced Photon Source 9700 S. Cass Ave.
JP Nuclear Materials Sub-programme 4 - Physical modelling and modelling-oriented experiments on structural materials The Joint Programme for Nuclear Materials.
Subprogramme 6: Physical modelling and separate effect experiments for fuels (M4F) Marjorie Bertolus CEA, DEN, Centre de Cadarache SP6 coordinator.
First Steps Towards Realistic 3-D Thermo-mechanical Model S. Sharafat, Y. Nosenko, J. Chiu, P. Pattamanush, M. Andersen, S. Banerjee, and N. Ghoniem Mechanical.
Requires: 1. theory, 2. computations, and 3. experiments.
Mesoscale Priority Research Direction Atomistic to Mesoscale Modeling of Material Defects and Interfaces Opportunity Meso Challenge Approach Impact Atomistic-informed.
J. L. Bassani and V. Racherla Mechanical Engineering and Applied Mechanics V. Vitek and R. Groger Materials Science and Engineering University of Pennsylvania.
Materials Process Design and Control Laboratory Sibley School of Mechanical and Aerospace Engineering 101 Frank H. T. Rhodes Hall Cornell University Ithaca,
Computational Nanotechnology A preliminary proposal N. Chandra Department of Mechanical Engineering Florida A&M and Florida State University Proposed Areas.
1 LARGE-SCALE DISLOCATION DYNAMICS SIMULATIONS for COMPUTATIONAL DESIGN OF SEMICONDUCTOR THIN FILM SYSTEMS Principal Investigator: Nasr M. Ghoniem (UCLA)
Bin Wen and Nicholas Zabaras
Atomic scale understandings on hydrogen behavior in Li 2 O - toward a multi-scale modeling - Satoru Tanaka, Takuji Oda and Yasuhisa Oya The University.
Crystal Plasticity Class One.
Predictions for Multi-Scale Shock Heating Of a Granular Energetic Material By Venugopal Jogi ( M.S Candidate ) Advisor: Dr. Keith A. Gonthier Support Air.
1 Modeling and Simulation International Technology Roadmap for Semiconductors, 2004 Update Ashwini Ujjinamatada Course: CMPE 640 Date: December 05, 2005.
Laboratory of Molecular Simulations of Nano- and Bio-Materials Venkat Ganesan “Where molecules and models meet applications” Computations Fluid Mechanics.
1 Investigative Tools--Theory, Modeling, and Simulation Rational You ITRI-IEK-NEMS 2001/08/06 Source: IWGN (1999/09)
Purpose: To provide a multi-scale theoretical and computational model of variably saturated granular/porous media that will improve our ability to perform.
The Nuts and Bolts of First-Principles Simulation Durham, 6th-13th December : Computational Materials Science: an Overview CASTEP Developers’ Group.
Computational Aspects of Multi-scale Modeling Ahmed Sameh, Ananth Grama Computing Research Institute Purdue University.
ICME and Multiscale Modeling Mark Horstemeyer CAVS Chair Professor in Computational Solid Mechanics Mechanical Engineering Mississippi State University.
Multiple Spatial and Temporal Scales The Challenge For optimal product design which spatial and temporal scales should be resolved?
CAREER: Microstructure & Size Effects on Metal Plasticity at Limited Length Scale Frederic Sansoz, University of Vermont, DMR Animated snapshots.
Multiscale Modeling Using Homogenization PI: Prof. Nicholas ZabarasParticipating students: Veera Sundararaghavan, Megan Thompson Material Process Design.
A novel approach for thermomechanical analysis of stationary rolling tires within an ALE-kinematic framework A. Suwannachit and U. Nackenhorst Institute.
On scale effects in composite modeling Larissa Gorbatikh Department of Mechanical Engineering The University of New Mexico Co-Sponsored by the National.
Molecular Simulations of Nano- and Bio-Materials Venkat Ganesan Computations Fluid Mechanics Biology Statistical Mechanics Venkat Ganesan: CPE 3.414,
Bridging Atomistic to Continuum Scales – Multiscale Investigation of Self-Assembling Magnetic Dots in Heteroepitaxial Growth Katsuyo Thornton, University.
Lecture 7 Lattice Defects, Vacancies PHYS 430/603 material Laszlo Takacs UMBC Department of Physics.
Finite elements simulations of surface protrusion evolution due to spherical voids in the metals 2013 University of Tartu: V. Zadin A. Aabloo University.
Materials Process Design and Control Laboratory MULTISCALE COMPUTATIONAL MODELING OF ALLOY SOLIDIFICATION PROCESSES Materials Process Design and Control.
1 Schematic of Fluid-Thermal-Structural-Interactions (FTSI) Response Prediction of Compliant Structures in Hypersonic Flow Jack J. McNamara --- FA
6.1.3 In Situ Fabrication Techniques -Controlled unidirectional solidification of a eutectic alloy can result in a two-phase microstructure with one of.
1 Nanoscale Modeling and Computational Infrastructure ___________________________ Ananth Grama Professor of Computer Science, Associate Director, PRISM.
Panel Discussion: Discussion on Trends in Multi-Physics Simulation
Gas Transport Phenomena in Nanoporous Material
Date of download: 12/26/2017 Copyright © ASME. All rights reserved.
On calibration of micro-crack model of thermally induced cracks through inverse analysis Dr Vladimir Buljak University of Belgrade, Faculty of Mechanical.
Computer Simulations of Polymers For Materials and Energy Applications
Mechanical Properties
Roger T. Bonnecaze Department of Chemical Engineering
Atomistic simulations of contact physics Alejandro Strachan Materials Engineering PRISM, Fall 2007.
Atomistic materials simulations at The DoE NNSA/PSAAP PRISM Center
A Domain Decomposition Parallel Implementation of an Elasto-viscoplasticCoupled elasto-plastic Fast Fourier Transform Micromechanical Solver with Spectral.
Visco-plastic self-consistent modeling of high strain rate and
Multiscale modeling of hydrogen isotope transport in porous graphite
Multiscale Modeling and Simulation of Nanoengineering:
What are Multiscale Methods?
Continuum Simulation Monday, 9/30/2002.
Presentation transcript:

Multiscale modeling of materials or the importance of multidisciplinary dialogue Rémi Dingreville NYU-Poly Research Showcase Collaborative Opportunities in Science and Engineering NYU Langone Medical Center March 22,

➡ Development of self-consistent, validated and predictive sensitivity analysis computational tools to simulate mechanical response at the “mesoscale”. ➡ In the long run: provide guidelines on how to optimize the microstructure and materials’ length scales to develop and characterize a new class of functional materials. How lower length scales affect response? H2H2 H2H2 H2H2 ps μsμs s cm μmμm nm 20 nm Pd nanowire

Frustrating, challenging, intriguing... T, ∇ T σ ij, ∇ σ ij Burn-up Fuel microstructure Fuel properties Anisotropy Grain size Grain morphology Grain boundaries Dislocations Vacancies Bubbles, FP Porosity Defects Environment ➡ Fuel pins are complex coupled systems which become more complex with burn-up. ➡ Modeling investigation involves different length and time scales.

Fuel pin modeling strategy: MPALE: Multiple length and time scales Atomistic Physics Mesoscale PhysicsContinuum Physics Mechanical response Burn-up Thermal conductivity (Lagrangian MPM) Microstructure effects Texture evolution Grain coarsening Bubble transport (Calibrated MC) FP dynamics Diffusion theory (DFT) MPALE (Material Point Method)

➡ Material point = representative volume/mass/energy. ➡ Pseudo-FEM strategy with Lagrangian grid. ➡ Solution and internal state variables on the material points [not the grid...]. ➡ Traditional thermo-mechanical constitutive models. Material Point Method Computational framework Mechanical response Crystal Plasticity Grain restructuring Calibrated Monte Carlo

Mechanically-informed grain restructuring Texture evolution by elastic loading “Softer” materials (w.r.t loading axis) survive Texture evolution by plastic loading Materials with smaller Schmid factor survive

100nm90nm80nm70nm60nm50nm40nm30nm20nm10nm1nm Strand of DNA (2nm wide) Au-FePt nanocomposites Nanobelt (80nm) Niobium particles (5 nm) Smaller is different. But why? ➡ Lack of understanding of macroscopic behavior dues to surface effects, difference in length scales. ➡ Approach combining continuum mechanics and atomistic description. Differences between “conventional” and nano-materials Grain Core Grain Boundary Characteristic length (grain or particle size) of the microstructure Amount of grain boundaries (or particle/matrix interfaces in case of composites) per unit volume

Size dependency in materials properties Dividing surface concept E (MPa) x 0 8 (σ ij -σ 0 )dx = Σ αβ + σ t i H iαβ ?

Multiscale modeling in biological science Cellular-based multiscale modeling of the mechano-fluidic behavior of the aortic heart valve (with B. Griffith) Structure hierarchy in biological systems...Have some fresh lobster.

Multiscale modeling and fresh lobster... H2H2 H2H2 H2H2 ps μsμs s cm μmμm nm 20 nm Pd nanowire ➡ Multiscale modeling: dialogue at many time and length scales More physics at lower length scales More mathematics at the continuum scale. ➡ Hierarchical biological systems: many challenges to theory and experiments. Message of the day

Thank you for your attention Multiscale modeling and fresh lobster...