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Chapter 3 – Mechanical Properties of Material
Recall, for design and analysis, material properties are needed!! Why?? Design: sallow = sfailure/F.S. - select geometry to satisfy this! Analysis: Want s < sallow – analyze structure to make sure this is true!! Both cases need sfailure – what is sfailure and how is it determined??? Also, how much does it deform and strain under load?? MATERIAL PROPERTIES!!
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Both cases need sfailure – what is sfailure and how is it determined???
First, sfailure can be either: sY = Yield strength – stress level at which material yields (i.e. permanent deformation. OR su = Ultimate strength – stress level at which material fails (i.e. catastrophic failure) Next, where do they come from??
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ANSWER: The Tension Test:
Figure: 03-02
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Round material specimen:
Figure: UN
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Figure: 03-04
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Ductile Fracture: Steps to fracture:
Linear, yield, strain hardening, necking then fracture!! Figure: UN
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Example: find yield strength and ultimate
Figure: 03-06
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Example: find yield strength and ultimate for material that does not exhibit knee behavior
Figure: 03-07
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Hooke’s Law (key material property = Young’s Modulus:
Slope of linear portion of stress-strain curve. Measure of material stiffness E = s/e s = E * e What is E for the above curves?? How is it different for the steel curve vs the aluminum?? Known as Hooke’s Law
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All these curves are steels. What do they have in common?
What is different? Figure: 03-13
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All these curves are steels. What do they have in common?
What is different? Figure: 03-17
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Other properties determined from stress strain curve:
Figure: 03-16a
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Strain Hardening (i.e. cold working):
Figure: 03-14a
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More Examples of Stress-Strain Curves
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Rubber – VERY ELASTIC!!!! Figure: 03-08
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Cast Iron – Ductile or Brittle??
Figure: 03-09
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Figure: 03-10a
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Concrete: Ductile or Brittle??
Figure: 03-11
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Plastic – highly non-linear behavior, why??
Figure: 03-12
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Example: Find yield, tensile, E:
Figure: 03-18Ex3.01
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Figure: P3.8
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EX: Su = ultimate Strength = 47,820 psi
Sy = Yield Strength = 44,200 psi E = Young’s Modulus = (34,640 – 10,597)/( ) = 9.6 E6 % Elongation = 11.5% .002 = .2% offset
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Final Concept: Poisson’s Ratio, n:
Figure: 03-21a
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