MATS105 Introduction to Engineering Materials Semester 2

  • Material Classification

  • Atomic Level Classification

  • Engineering Materials Classification

    • Metals: Steels, Cast irons, Al-alloys, Cu-alloys, Zn-alloys, Ti-alloys

    • Ceramics: Aluminas, Silicon carbides, Silicon nitrides, Zirconias

    • Polymers: PE, PP, PET, PC, PS, PEEK, PA (nylons), Polyesters, Phenolics, Epoxies

    • Glasses: Soda glass, Borosilicate glass, Silica glass, Glass-ceramics

    • Elastomers: Isoprene, Neoprene, Butyl rubber, Natural rubber, Silicones, EVA

    • Composites: Sandwiches, Hybrids, Segmented structures, Lattices and foams

    Taxonomy of Materials

  • Kingdom

  • Family

  • Class

  • Sub-class Member

  • Attributes

    • Density

    • Mechanical props.

    • Thermal props.

    • Electrical props.

    • Optical props.

    • Corrosion props.

    • Documentation

    • specific

    • general

  • Material records

    Factors Affecting Material Property

  • Temperature

  • Atomic

  • Processing

  • Micro-structure

    Topics Covered in the Module

  • Crystal Structures, defects, microstructures, and material types

  • Mechanical Properties and Deformation

  • Different material types (Metals, Ceramics, Polymers & Composites)

  • Modifications of alloys using processing

  • Sustainable materials science

  • Natural materials

    Module Objectives / Learning Outcome

  • Relationships between materials properties, structure/microstructure, processing

  • Modification of mechanical properties of alloys using processing methods

  • Appreciate materials failure processes

  • Materials applications in various engineering disciplines

  • Appreciate of how materials are selected and specified in industry

    Practical Skills

    • Hands-on mechanical testing of materials (Optical microscopy, Tensile testing, hardness measurements & impact testing).

    • Using GRANTA Edupack for materials and process selection.

    Bonding Types & Classification of Materials

    Type

    Ionic

    Covalent

    Metallic

    Secondary

    Bond Energy

    Large!

    Variable large-Diamond small-Bismuth

    Variable large-Tungsten small-Mercury

    smallest

    Comments

    Nondirectional (ceramics)

    Directional (semiconductors, ceramics polymer chains)

    Nondirectional (metals)

    Directional inter-chain (polymer) inter-molecular

    Crystal Structures

  • Simple cubic

  • Face-centered cubic

  • Body-centered cubic

  • Simple tetragonal

  • Body-centered tetragonal

  • Hexagonal

  • Simple orthorhombic

  • Body-centered orthorhombic

  • Base-centered orthorhombic

  • Face-centered orthorhombic

  • Rhombohedral

  • Simple monoclinic

  • Base-centered monoclinic

  • Triclinic

    Point Defects in Metals

  • Vacancies: vacant atomic sites in a structure.

  • Self-Interstitials: "extra" atoms positioned between atomic sites.

    Impurities in Metals (alloying)

  • Two outcomes if impurity (B) added to host (A):

    • Solid solution of B in A (i.e., random distribution of point defects)

    • Solid solution of B in A plus particles of a new phase (usually for a larger amount of B)

  • OR

    • Substitutional solid solution (e.g., Cu in Ni)

    • Interstitial solid solution (e.g., C in Fe)

  • Second phase particle

    • different composition

    • often different structure.

    Dislocations

  • Very important during deformation of crystalline materials

  • Deformation is associated with the movement (“slip”) of dislocations

  • The harder it is for the dislocations to move, the stronger the metal

  • Extra half-plane of atoms “Edge dislocation”

    Plastic Deformation

  • Stresses greater than the yield stress cause plastic deformation (as well as a small amount of elastic deformation).

  • Plastic deformation strengthens and hardens (hence “work hardening”).

  • Any elastic strain is recovered on unloading (or failure), whereas the plastic strain is permanent.

  • Plastic yielding and “work-hardening” starts at the yield stress

  • Necking starts at the UTS (tensile strength)

  • Note unloading line is not vertical – it recovers the elastic strain.

    Stress vs. Strain

  • Stress \sigma = F/A。

  • Strain ε = δL/L

    Strengthening Mechanisms

  • Solid-solution strengthening: Different alloy atoms on the metal lattice cause local lattice distortion/strain, hindering dislocation movement and increasing strength.

  • Precipitation strengthening: Alloy atoms react to form small intermetallic compound precipitates, which hinder dislocation slip during deformation, increasing yield stress and strength; requires careful alloying and heat-treatment.

    True Stress and True Strain

  • True stress ($\sigmat$) and true strain ($\epsilont$) represent the real stress and strain on the sample, considering instantaneous changes in cross-section area and length during deformation.

  • Engineering stress ($\sigma_0$) and engineering strain ($\epsilon$) are calculated from the original starting dimensions.

    Effect of Temperature on Working

  • Cold-working: Occurs at T < 0.3Tmelt, increases strength and hardness but decreases ductility.

  • Hot-working: Occurs at T > 0.5Tmelt, structure recrystallizes simultaneously with deformation, maintaining softness and ductility.

  • Recrystallization: Heating cold-worked metals to ~0.4Tm-0.5Tm restores ductility by forming new, undeformed grains.

    Hardness

  • Definition: Resistance of a material to indentation or scratching.

  • Engineering: Ability to resist indentation by an applied load

  • Minerology: Ability to resist cutting or scratching

  • Strength of a material increases in proportion to hardness.

  • Not a fundamental property because it measures a combination of properties (elastic, plastic, compressive).

    Toughness

  • Area under stress-strain curve = energy per unit volume (Jm-3) required to deform the material

  • Tough materials are STRONG and DUCTILE

    Impact Fracture

  • Definition: Property of resisting fracture or distortion; measured by impact test for high strain-rate deformation/fracture.

  • Toughness: Energy (J) absorbed in fracturing a metal sample in impact at high strain rates.

  • Ductile vs Brittle Fracture

    • Most metals are relatively ductile

    Creep

  • Definition: Time-dependent (permanent) deformation of metals under constant load (stress) below yield stress at elevated temperature (above ~0.4Tm).

  • Limits lifetime of components at high temperatures.

    Fatigue Failure

  • Occurs due to dynamic and fluctuating cyclic stresses well below the ultimate tensile strength.

  • ~90% of metal component failures are due to fatigue.

  • Final failure often occurs suddenly and without warning

    Allotropy of Iron

  • Iron exists in different crystal structures depending on temperature:

    • Delta ($\delta$) ferrite: Body-centered cubic (bcc) at high temperatures.

    • Austenite ($\gamma$): Face-centered cubic (fcc) at intermediate temperatures, more close-packed.

    • Alpha ($\alpha$) ferrite: Body-centered cubic (bcc) at lower temperatures.

    Types of Steel

  • Steels contain only up to ~2 weight% C

  • Carbon Steels

    • C, plus < 5 wt% non-C alloying elements

  • Stainless Steels

    • >12% Cr

    • produces a passive oxide film that protects Fe against corrosion.

    Phase Diagrams

  • Nickel atom

  • Copper atom

  • Phase A

  • Phase B

    • Describe the equilibrium state when combining two elements.

    Solubility Limit

  • Maximum concentration for which only a single phase solution exists.

    Components and Phases

  • Components: The elements or compounds which are present in the alloy (e.g., Al and Cu).

  • Phases: The physically and chemically distinct material regions that form (e.g., α and β).

    Binary Phase Diagram

  • Indicate phases as a function of T, C, and P.

  • binary systems: just 2 components.

  • independent variables: T and C (P = 1 atm is almost always used).

    • Isomorphous : complete solubility of one component in another; α phase field extends from 0 to 100 wt% Ni.

    Rules phase diagrams.

  • Rule 1: If we know T and Co, then we know:

    • which phase(s) is (are) present.

  • Rule 2: If we know T and C0, then we can determine:

    • the composition of each phase.

    Ferrous Alloys

  • i.e. Steels and cast irons

    Fe-Fe3C Phase Diagram

    Concrete Making + Testing Lab

  • CMT1 + CMT2 (over 2 successive weeks): Concrete Making + Testing

  • When: Fridays (check lab schedule)

  • Where: Basement in Brodie Tower