AML 883 Properties and selection of engineering materials

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AML 883 Properties and selection of engineering materials LECTURE 8. Plasticity M P Gururajan Email: guru.courses@gmail.com Room No. MS 207/A 3 Phone: 1340

Problem Sheet 3 Problems on strength limited design are up on the homepage.

Hardness Resistance of a material to plastic deformation, measured usually by indentation

Measuring harndess Mohs Brinell Rockwell Vickers Historical interest Macro tests Micro tests Knoop Nanoindentation

Mohs scale Very ancient Idea is simple Softest material that can scratch the given material or the hardest mineral on which the given material can produce a scratch It is really just a way of ordering All the images in the following ten slides are courtesy: wiki

Mohs scale 1 Talc

Mohs scale 2 Gypsum

Mohs scale 3 Calcite

Mohs scale 4 Fluorite

Mohs scale 5 Apatite

Mohs scale 6 Feldspar

Mohs scale 7 Quartz

Mohs scale 8 Topaz

Mohs scale 9 Corundum

Mohs scale 10 Diamond

Brinell hardness tester 10 mm dia steel ball 29 kn force (3000 kgf) Softer less force Harder Tungsten carbide ball Image courtesy: wiki

Brinell hardness number Using the formula BHN =2P/ D D D 2 d 2 1/2 d indentation diameter (mm) P force in kgf D indentor diameter (mm)

Rockwell hardness tester Brinell is not truly non destructive test Rockwell a minor load and then a major load; note the depth of penetration; read the hardness on a dial Indentor cone or sphere

Vickers hardness test Vickers hardness tester Vickers pyramid number (HV) Square based pyramidal diamond indentor Image courtesy:wiki

Vickers hardness test Area measurement H = F/A Image courtesy:wiki

Vickers hardness test Indentation on hardened steel Area measurement H = F/A Image courtesy:wiki

Knoop hardness test For very brittle materials and thin sheets Requires a microscope to measure the indentation Pyramidal diamond point press on surface!

Nanoindentation Load versus displacement from an instrumented nanoindentor Image courtesy: wiki

Nanoindentation AFM image of nanoindentation in Zr Cu Al metallic glass Berkovich indentor triangular pyramid Image courtesy: wiki

Hardness to yield strength Vickers one third of yield strength Other hardness numbers can similarly be converted Information from hardness tests less accurate and less complete Not used for design

Stress strain curve

Plastic strain By definition, permanent strain resulting from plasticity Total strain elastic strain Plastic work area under the stress strain curve in the plastic regime Ductility how much plastic strain can a material take Super ductile materials superplastic!

Superplasticity Deformation amounting to 1000% or even more (8000% is the largest reported?) UCDavis, ChemEngg MatSci site

Superplasticity Image courtesy: Chinese National Science Foundation webpage Rate of straining is important! Slow strain rates so that system can adjust

Strength Density chart

Stiffness Strength (specific) chart

Ideal strength of crystals Atoms in a crystal connected via bonds (springs) The springs have a breaking point! Connect the breaking point with the material constant namely, modulus!

Ideal strength of crystals

Ideal strength of crystals Let the strain at which the bond is broken be 0.1 Let the initial interatomic distance be a The force needed to break the bond is then (roughly) Sa/10 S bond stiffness The ideal strength is then max =Sa/10a 2 =S /10a=E /10 More refined estimate (including curvature of force distance curve): E/15

Theory versus practice In theory, there is no difference between theory and practice. But, in practice, there is. Attributed to Jan L. A. van de Snepscheut/Yogi Berra

Observed versus theoretical Copper: Yield strength: 70 M Pa Young's modulus: 110 130 G Pa Aluminium alloy: Yield strength: 400 M Pa Young's modulus: 69 G Pa

Why the discrepancy? Defects!