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„Software-based systematic approaches to material
           selection and lightweighting‟

               Sirris Materials Day
               4th October 2011 - Ghent
                   Dr Charles Bream

                   www.grantadesign.com
Granta Design - Introduction

Granta Design – history
 • Founded in 1994 from the University of Cambridge
      Professors Mike Ashby & David Cebon
      Owners: Cambridge Univ, ASM International, Founders, Employees
 • Technology firsts include:
      Materials selection (Ashby charts, performance indices…)
      Integrated materials data management
      Software-based teaching of materials engineering

The materials information technology experts
 • Software – manage materials information, selection…
 • Data products – specialist materials data libraries
 • Services – implement, configure, apply…

Customers
 • Airbus, Arcelor, Aubert & Duval, Boeing, Dow, Emerson, EADS
   Astrium, Ferrari, GE, Honeywell, IHI, J&J, Moen, NASA…
 • 800+ universities worldwide
Selection of Materials

   When?                                                                How?

                                                                       Use previous or familiar material
              Design brief / requirements                              Ask material supplier
                                                                       Ask colleague or consultant
                                                                       Development trials
              Preliminary design concept    CAD



                                            CAD, CAE
                   Detailed design          Optimisation packages
                                                                        Implication of using wrong material:

                 Prototype & testing
                                                                        Suboptimal design
Increasing:
                                                                        Non-competitive
   Time
  Effort             Final design           LCA                         Extended development cycle
   Cost                                                                 Product recall
Systematic Material Selection
                            All materials



                 Breakdown design requirements into:
    Function             – What does the component do?
    Constraints          – What essential conditions must be met?
    Objectives           – What is to be maximized or minimized?
    Free variable        – What am I free to change?



    Screen on constraints       - ‘Go’ / ‘no-go’ criteria (usually many)
    Rank on objectives          - Ordering of materials that ‘go’



                      Top candidate materials


 Supporting information – Specialist databases, contact suppliers
 Local conditions – Preferred suppliers, process capability, location


                           Final Selection
Train Floor Example
Design Requirements:

Function:
Self-supporting „Intermediate‟ floor for train carriage

                               Panel loaded in bending
                               Stiffness-limited design
                               Length, width specified
                               Thickness free


Screen on Constraints:
  •   Temperature resistance (-40°C to +85°C)
  •   Adequate toughness & strength
  •   Durable to rain and salt water
  •   Manufacture from flat sheet/profile


Rank on Objectives:
  • Minimize mass
  • Minimize cost
Ranking on Objectives

• Minimize mass, cost…                                               Minimize mass, cost…
• Maximise performance                                               per unit of performance


    Function &                                                           Each combination of:
     Loading
                                                                               Function
    Tie in tension
                           Limiting                                           Constraint
                          Constraint                                          Objective
  Panel in bending                                                     has a characteristic index
                        Stiffness specified     Objective


   Shaft in torsion     Strength specified       Minimum cost
                                                                                      
                                                                                M1   
                           Fatigue limit        Minimum weight                       E
Column in compression
                            Geometry          Max energy storage                      
       ……….                                                                    M2   1 3 
                                                                                    E 
                             ……….                   Minimum
     Mechanical,                              environmental impact
      Thermal,
     Electrical...
                                                    ……….
Influence of Application on Material Choice


Low weight
Tensile Strut




             
Index (m)   
            E 


Low alloy steel = 1




                      COMPOSITES   METALS   PLASTICS
Influence of Application on Material Choice


  Low weight
Panel in Bending




                
  Index (m)   1 3 
              E 


  Low alloy steel = 1




                        COMPOSITES   METALS   PLASTICS
Mass vs Cost trade-off


  Low weight
Panel in Bending




                
  Index (m)   1 3 
              E 

  Low alloy steel = 1


              .C m 
 Index (c)   1 3 
             E 
Hybrid Materials & Structures?
“A hybrid material is a combination of two or more materials in a pre-determined
   configuration and scale, optimally serving a specific engineering purpose”
                                   Kromm et al, 2002




                                   Design variables:
                                  Choice of materials
                                  Volume fractions
                                  Configuration
                                  Connectivity
                                  Scale
Optimization of Hybrid Materials


                                                                                     All materials along
                                                                                      line exhibit same
                                                                                     value of the index:
                                                                                              1
                                                                                            E 3
                                                                                             
   quasi-
                                                                                     Materials with the
 isotropic
                                                                                     highest value are
composite
                                                                                      optimal for the
                                                                                        application




      Influence of adding different reinforcement types and loading levels to a magnesium alloy
                        Application = Lightweight stiff panel loaded in bending
Optimization of Hybrid Structures


                                                                         All materials along
                                                                          line exhibit same
                                                                         value of the index:
                                                                                    1
                                                                                   E 3
                                                                                    

                                                                         Materials with the
                                                                         highest value are
                                                                          optimal for the
                                                                            application




Orange: Sandwich panel, Mg-50% carbon fibre skins & 50kg/m3Mg octet lattice core
           (Core thickness = 20mm, face sheet thickness = 0.05 – 5mm)
             Yellow: Predicted performance of core & skin materials
Summary

              Integration of material selection tools into typical design workflow


                                                                          CES Selector
                 Design brief / requirements
                                                                                               Eco Audit
                                                                                                 Tool
                                                                           Material
                 Preliminary design concept    CAD
                                                                           Selection
                                                                                                Hybrid
                                                                                              Synthesizer
                                               CAD, CAE
                      Detailed design          Optimisation packages



                                                                       • Evaluate different materials and
                    Prototype & testing
                                                                         design concepts before committing
Increasing:                                                              expenditure
   Time
  Effort                Final design           LCA                     • Avoid problems associated with
   Cost                                                                  incorrect material choice
                                                                       • Reduce development time
Thank You!

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Sirris materials day 2011 systematic approaches to material selection and lightweighting - granta design

  • 1. „Software-based systematic approaches to material selection and lightweighting‟ Sirris Materials Day 4th October 2011 - Ghent Dr Charles Bream www.grantadesign.com
  • 2. Granta Design - Introduction Granta Design – history • Founded in 1994 from the University of Cambridge  Professors Mike Ashby & David Cebon  Owners: Cambridge Univ, ASM International, Founders, Employees • Technology firsts include:  Materials selection (Ashby charts, performance indices…)  Integrated materials data management  Software-based teaching of materials engineering The materials information technology experts • Software – manage materials information, selection… • Data products – specialist materials data libraries • Services – implement, configure, apply… Customers • Airbus, Arcelor, Aubert & Duval, Boeing, Dow, Emerson, EADS Astrium, Ferrari, GE, Honeywell, IHI, J&J, Moen, NASA… • 800+ universities worldwide
  • 3. Selection of Materials When? How?  Use previous or familiar material Design brief / requirements  Ask material supplier  Ask colleague or consultant  Development trials Preliminary design concept CAD CAD, CAE Detailed design Optimisation packages Implication of using wrong material: Prototype & testing  Suboptimal design Increasing:  Non-competitive Time Effort Final design LCA  Extended development cycle Cost  Product recall
  • 4. Systematic Material Selection All materials Breakdown design requirements into: Function – What does the component do? Constraints – What essential conditions must be met? Objectives – What is to be maximized or minimized? Free variable – What am I free to change? Screen on constraints - ‘Go’ / ‘no-go’ criteria (usually many) Rank on objectives - Ordering of materials that ‘go’ Top candidate materials Supporting information – Specialist databases, contact suppliers Local conditions – Preferred suppliers, process capability, location Final Selection
  • 5. Train Floor Example Design Requirements: Function: Self-supporting „Intermediate‟ floor for train carriage  Panel loaded in bending  Stiffness-limited design  Length, width specified  Thickness free Screen on Constraints: • Temperature resistance (-40°C to +85°C) • Adequate toughness & strength • Durable to rain and salt water • Manufacture from flat sheet/profile Rank on Objectives: • Minimize mass • Minimize cost
  • 6. Ranking on Objectives • Minimize mass, cost… Minimize mass, cost… • Maximise performance per unit of performance Function & Each combination of: Loading Function Tie in tension Limiting Constraint Constraint Objective Panel in bending has a characteristic index Stiffness specified Objective Shaft in torsion Strength specified Minimum cost   M1    Fatigue limit Minimum weight E Column in compression Geometry Max energy storage    ………. M2   1 3  E  ………. Minimum Mechanical, environmental impact Thermal, Electrical... ……….
  • 7. Influence of Application on Material Choice Low weight Tensile Strut   Index (m)    E  Low alloy steel = 1 COMPOSITES METALS PLASTICS
  • 8. Influence of Application on Material Choice Low weight Panel in Bending    Index (m)   1 3  E  Low alloy steel = 1 COMPOSITES METALS PLASTICS
  • 9. Mass vs Cost trade-off Low weight Panel in Bending    Index (m)   1 3  E  Low alloy steel = 1  .C m  Index (c)   1 3  E 
  • 10. Hybrid Materials & Structures? “A hybrid material is a combination of two or more materials in a pre-determined configuration and scale, optimally serving a specific engineering purpose” Kromm et al, 2002 Design variables:  Choice of materials  Volume fractions  Configuration  Connectivity  Scale
  • 11. Optimization of Hybrid Materials All materials along line exhibit same value of the index: 1 E 3  quasi- Materials with the isotropic highest value are composite optimal for the application Influence of adding different reinforcement types and loading levels to a magnesium alloy Application = Lightweight stiff panel loaded in bending
  • 12. Optimization of Hybrid Structures All materials along line exhibit same value of the index: 1 E 3  Materials with the highest value are optimal for the application Orange: Sandwich panel, Mg-50% carbon fibre skins & 50kg/m3Mg octet lattice core (Core thickness = 20mm, face sheet thickness = 0.05 – 5mm) Yellow: Predicted performance of core & skin materials
  • 13. Summary Integration of material selection tools into typical design workflow CES Selector Design brief / requirements Eco Audit Tool Material Preliminary design concept CAD Selection Hybrid Synthesizer CAD, CAE Detailed design Optimisation packages • Evaluate different materials and Prototype & testing design concepts before committing Increasing: expenditure Time Effort Final design LCA • Avoid problems associated with Cost incorrect material choice • Reduce development time