Materials 1 Flashcards
NOT COMPREHENSIVE! Just some things that I have trouble remembering.
How to derive engineering vs true stress relationship
Constant Volume assumption
V = A * L and σ = P/A
How to derive engineering vs true strain relationship
Integrate ΔL/L
What does %RDA stand for?
Percentage Reduction in Area
Poisson’s Ratio for constant volume
v = 0.5
Units of P in hardness tests
kg
Stress Amplitude
Half the range
Stress Ratio
σ(min) / σ(max)
Sensitivity to creep
Operating temp / Melting temp
Bonds in Semiconductors
Covalent
Bonds in Polymers
Covalent and Secondary
Bonds in Metals
Metallic
Bonds in Ceramics
Ionic and Covalent
Young’s Modulus equation based on atomic structure
E = (2q^2) / (π* ε* r^4)
1 Mole
6.02 x10^23
Selection metric for Maximum Elastic Energy Storage
M = UTS^2 / E
Ductile failure shape
Cup and Cone
Ductile failure energy absorbtion
High energy absorbtion
Brittle failure shape
Flat
Brittle failure energy absorbtion
Low energy absorbtion
Stages of creep (ε/t graph)
Initial elastic strain (linear, steep), primary creep (concave), steady-state creep (linear), tertiary creep (convex, accelerating), rupture
Why is creep temperature dependent?
Creep is due to the diffusion of atoms
Stress amplitude σa for first fatigue test
2/3 * UTS
Typical fatigue testing frequencies
5-10 Hz
Electrons in outer shell of metals
Nearly Empty
Electrons in outer shell of non-metals
Nearly Full
Non-directional Bonds
Ionic, Metallic
Directional Bonds
Covalent
Signs for bond potential energy
Attraction -ive
Repulsion +ive
Signs for bond forces
Attractive +ive
Repulsive -ive
Define Crystal
Homogenous solid. Atoms/molecules arranged in a regular repeating pattern.
Material with Simple Cubic Structure
Polonium
Materials with Hexagonal Close Packed (HCP) structure
Magnesium, Titanium, Beryllium
Materials with Face Centred Cubic (FCC) structure
Aluminium, Copper, Lead, (Iron between 910-1400 ℃)
Materials with Body Centred Cubic (BCC) structure
Chromium, Tungsten, Iron (Below 910 and above 1400 ℃)
HCP Lattice Slip Systems
1x3 = 3
FCC Lattice Slip Systems
3x4 = 12
BCC Lattice Slip Systems
2x6 = 12
Critically resolved shear stress τ(crss)
σ * (cos(Φ) * cos(λ))max
Minimum stress to cause yielding in a single crystal
σ = 2τ(crss)
α - Fe is called…
Ferrite
Ferrite Structure
BCC
γ - Fe is called…
Austenite
Austenite Structure
FCC
δ - Fe Structure
BCC (from 1400 to melting temp)
Fe3C is called…
Cementite
Cementite Carbon Content
6.7% by weight
“Eutectoid” carbon content for steel
0.8% C
Eutectoid Structure (α + Fe3C) is called…
Pearlite
Eutectoid α Phase Carbon Content
0.022% C
Creep temp for metals
0.3 Tm
Creep temp for ceramics
0.4 Tm
How to increase Tg
Increase Chain Stiffness
Increase Bond Strength
Increase Molecular Weight