Progettazione di Materiali e Processi

Slides:



Advertisements
Similar presentations
The Design Core Market Assessment Specification Concept Design Detail Design Manufacture Sell DETAIL DESIGN A vast subject. We will concentrate on: Materials.
Advertisements

Page Materials Selection Lecture #11 Materials Selection Software Tuesday October 4 th, 2005.
Is the shape below a function? Explain. Find the domain and range.
1.Divide the cards up equally among the group 2.Take it in turns to read out ONE property. The highest value wins the other cards. 3.Answer ALL questions.
Apr 16 Discussions Hydraulic equilibrium Pressure and depth.
IFB 2012 Materials Selection in Mechanical Design
Materials used for pipes: Sewers are made from: 1- Concrete 2- Reinforced concrete 3- Vitrified clay 4- Asbestos cement 5- Cast iron (lined with cement).
Blue Sky Solar Roll Cage Design. Back Roll Cage Final Design.
Advanced Methods in Materials Selection
IFB 2012 INTRODUCTION Material Indices1/12 IFB 2012 Materials Selection in Mechanical Design INTRODUCTION Materials Selection Without Shape (1/2) Textbook.
Chapter 5 Design and Analysis of a Laminate The Drive Shaft Problem Dr. Autar Kaw Department of Mechanical Engineering University of South Florida, Tampa,
Designing for Stiffness
Density. Density= Mass Volume D= m V Mass Mass: Amount of matter in a substance. Don’t confuse with weight. Weight: the force with which the earth pulls.
Fluid physical properties
Dr. Adnan Dawood Mohammed (Professor of Mechanical Engineering)
MECH Lecture 6 (1/3) Shape Factors 1/23 Material and Shape: Textbook Chapters 11 and 12 Lecture 6 (1/3) Efficient? Materials for efficient structures.
Titanium ME 372 Design File Presentation December 12, 2001 Doug Espenschied Abe Sego.
ENGR 220 Section
Materials Selection Without Shape...when function is independent of shape...
ENGR 220 Section 12.1~12.2.
Simple U-TUBE Manometer
CHAPTER 22: MATERIALS SELECTION ECONOMIC, ENVIRON., & DESIGN ISSUES
Selection of Materials. Game! Aim: To make as much money as possible! Make and sell these shapes. All dimensions must be correct or they will not be accepted.
Physics Part 1 MECHANICS Physics 1700 XI. Solid Phase and Elasticity W. Pezzaglia Updated: 2013July24.
Periodic Motion. Definition of Terms Periodic Motion: Motion that repeats itself in a regular pattern. Periodic Motion: Motion that repeats itself in.
Optimal 3-member Truss Design Submitted By :- Course Instructor:- Avinash Kumar ( ) Prof. K. Deb Piyush Rai ( ) (ME 752)
Force of Gravity Pre-Lab Are the forces of gravity acting on the two students different? What is another term that means the force of gravity? Weight –
Problem Statement A drive shaft for a Chevy Pickup truck is made of steel. Check whether replacing it with a drive shaft made of composite materials will.
DESIGN FOR FATIGUE STRENGTH
New approaches to Materials Education - a course authored by Mike Ashby and David Cebon, Cambridge, UK, 2007 © MFA and DC 2007 Unit 10. Structural sections:
S3 Revsion. Forces – Worked Example Forces acting on a beam worked example 100N 3m 2m R1 P Moment = Force x Distance 100N x 5m = 500Nm Force R1 = Moment.
Vacuum pipe deflection Mariusz Juchno, Paolo Ferracin, Paolo Fessia 28 January, 2014.
Introduction 120,000 SF 10 Stories (90ft) $40 Million Aug – Dec.2011 Presentation Outline Introduction Base Steel Redesign Progressive Collapse Tie.
© MFA and DC 2007 New approaches to Materials Education - a course authored by Mike Ashby and David Cebon, Cambridge, UK, 2007 Unit 4. Ranking: refining.
Advanced Methods in Materials Selection
EC3 VERIFICATION SCIAENG® EC3 VERIFICATION SCIAENG® SPECIAL THANKS TO ALL INVOLVED D. ALVAREZ FEITO J.C. BATISTA LOPES C. BAULT O. BELTRAMELLO A.CATINACCIO.
Structural Loads.
Clemson Hydro Deformation of Solids. Clemson Hydro Tensile test.
Design of Gantry Girders
Sanitary Engineering Lecture 10 Revision
Progettazione di Materiali e Processi
LHCb RICH2 Analysis of Super-Structure
Progettazione di Materiali e Processi
ESS 454 Hydrogeology Instructor: Michael Brown
Progettazione di Materiali e Processi
Goal: to understand waves
Measure for Measure Chapter 1 Sec 3
The Design Core DETAIL DESIGN A vast subject. We will concentrate on:
The Physical World of a Machine
Progettazione di Materiali e Processi
Metal Matrix Composites
Progettazione di Materiali e Processi
Progettazione di Materiali e Processi
Materials Selection Lecture #11 Materials Selection Software
Bottle Rocket Calculations
Mechanical Concept MOLDFLOW KOREA
STEEL AS A CONSTRUCTIONAL MATERIAL
( BDA 3033 ) CHAPTER 6 Theories of Elastic Failures
Assumption: in a water / HC mixture, mass fraction is the same as volume fraction. Example 1: 99 kg HC (density 700 kg/m3) and 1 kg H2O (density 1000 kg/m3).
9 Solids & Fluids elasticity of solids pressure and pascal’s principle
What are all the stress components in this chimney?
average speed, distance and time:
( BDA 3033 ) CHAPTER 6 Theories of Elastic Failures
AP Physics Chapter 13 Answers
Chapter 5 Materials Selection The Basics
Force on springs F = kx F = restoring force (in N)
Maximum and Minimum Points
More Practice with Weight
ENERGY Energy J Kinetic Energy J Elastic potential energy J Ek Ee E
Chapter 4 Material Property Charts
Presentation transcript:

Progettazione di Materiali e Processi Modulo 1 – Lezione 5 Progettazione e selezione di materiali e processi A.A. 2016 – 2017 Vanni Lughi vlughi@units.it

Design With Multiple Constraints Objective limited by one constraint (i.e. what we have been doing so far) Material index: E/ Function Objective Constraint Tie Beam Shaft Column ….. Minimum cost Max energy storage Minimum weight Min. environmental impact …… Stiffness Strength Fatigue resistance Geometry ….. Material index: / m = (ρ/E) S* L2 constraint: Stiffness S* m = ρ A L m = (ρ/σ) L F* constraint: collapse force F*

Design With Multiple Constraints Objective limited by two or more constraints simultaneously Material index: E/ Function Objective Constraint Tie Beam Shaft Column ….. Minimum cost Max energy storage Minimum weight Min. environmental impact …… Stiffness Strength Fatigue resistance Geometry ….. Material index: / m = (ρ/E) S* L2 (constraint: Stiffness S*) Need to select the maximum of the two m = ρ A L m = (ρ/σ) L F* (constraint: collapse force F*)

Design With Multiple Constraints Objective limited by two or more constraints simultaneously - Example L = 1 m S* = 3 107 N/m F* = 105 N Material Density (kg/m3) E (GPa) σy (MPa) mass (kg) stiffness constraint mass (kg) strength constraint Min mass (kg) 1020 steel 7850 200 320 1.12 2.45 6061 Al 2700 70 120 1.16 2.25 Ti-6-4 4400 115 950 1.15 0.46 m = (ρ/E) S* L2 (constraint: Stiffness S*) Need to select the maximum of the two m = ρ A L m = (ρ/σ) L F* (constraint: collapse force F*)

Design With Multiple Constraints Objective limited by two or more constraints simultaneously Excercise: What if L = 3 m S* = 3 108 N/m F* = 3 104 N

Design With Multiple Constraints Objective limited by two or more constraints simultaneously – graphical method Mass (strength constraint) Mass (stifness constraint)

Design With Multiple Constraints Objective limited by two or more constraints simultaneously – graphical method Mass (strength constraint) Mass (stifness constraint)

Design With Multiple Constraints Example of light pressure vessels