CE 380 Lecture 1

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    University of Alabama in Huntsville

    Civil and Environmental Engineering

    CE 380

    Civil Engineering Materials

    Spring 2010

    Chapter 1Materials Engineering Concepts

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    Materials Engineering Concepts

    Civil and construction engineers are involved in theselection of construction materials with the

    mechanical properties needed for each project.

    Selection process must weigh the following factors

    Materials ability to carry loads

    Economic factors

    Mechanical properties (strength and volume stability)

    Non-mechanical properties (durability)

    Production/construction considerations

    Aesthetic properties

    Materials used in ConstructionTraditional Materials (most frequent)

    Steel

    Aggregate

    Concrete

    Asphalt

    Wood

    Lesser extent MaterialsAluminum

    Glass

    Plastics

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    Materials used in Construction

    High-Performance Materials

    Better quality, More economical, and Safer

    Improved Materials by

    Polymers

    Adhesives

    Composites

    Coatings

    Synthetic Products Changing their molecular structures

    High-Performance MaterialsSuperplasticizers / Additive / Produces stronger concrete.

    Advanced composite materials (High Strength-Weight Ratio)Fiber-reinforced concrete

    Epoxy-coated steel reinforcement

    Rapid-set concrete patching compounds

    Light-weight aggregates

    Polymer-modified asphalt

    Fire-resistant building materials

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    Selection Process Factors

    1. Economic Factors

    2. Mechanical Properties

    3. Non-mechanical Properties

    4. Production/Construction Considerations

    The availability of the material

    The ability to fabricate the material into the desired shapes

    and specifications

    5. Aesthetic Properties

    The appearance of the material

    1. Economic FactorsAvailability and cost of raw materials

    Manufacturing costs

    Transportation

    Placing

    Maintenance

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    2. Mechanical Properties

    Mechanical behavior and deformation of materials

    depend on

    Magnitude and type of load

    Material properties

    Geometry of the element

    Loading ConditionsStatic (Sustained = Dead Loads)

    Dynamic (vibration or shock)

    Periodic (Rotating equipments)

    Random (Never repeats) (Earthquakes)

    Transient (Impulse load) (Truck on bridge)

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    Stress-Strain RelationsElastic Behavior: Material deforms under loading and

    returns to its original shape when the load is removedLinear and Nonlinear

    Modulus of Elasticity (Youngs Modulus), E

    For a homogenous, Isotropic, and linear elastic material

    LLAFE//

    L

    D

    F

    F

    Stress-Strain Relations (Cont.)

    Poissons Ratio

    L

    D

    F

    F

    F

    F

    CompressionTension

    LL

    DD

    a

    l

    /

    /

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    Plastic Behavior: Permanent deformation of specimen

    The atomic bonds stretch, then the atoms slip relative to eachother.

    Elastoplastic material exhibits

    linear elastic behavior followed

    by plastic response.

    If the load is removed after the plastic deformation , the stress-

    strain will follow a straight line parallel to the elastic portionConsequently, some of the strain in the material will beremoved (elastic strain/recovery) and the remainder of thestrain will be permanent (plastic strain)

    Elastoplastic Behavior

    Elastoplastic Behavior (Cont.)Proportional limit is the transition point between

    linear and nonlinear behavior

    Elastic limit is the stress level (yield strength) at

    which the behavior changes from elastic to plastic.

    Offset method (0.2% strain )

    Extension method (0.5% strain)

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    Elastoplastic Behavior (Cont.)

    Brittle Materials do not undergo plastic deformation

    prior to failure (Concrete)

    If a brittle material fails, the structure can collapse in a

    catastrophic manner

    Ductile Materials display appreciable plastic deformation

    (Mild Steel)

    Preferred for construction

    Overloading a ductile material will result in distortions but thestructure will Not necessarily collapse.

    Toughness

    Energy per volumerequired to fracture aspecimen

    Area under the total curve

    Modulus of Resilience

    Max. energy per volumethat can be elastically

    stored by a specimen(absorbed energy thenrecovered upon unloading)

    Area under the elasticcurve

    Modulus of

    Resilience

    Toughness

    Elastoplastic Behavior (Cont.)

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    Failure ModesFracture

    Brittle Material fractures when the static stress reaches the maximum

    strength the material can carry.Ductile Material may fracture due to excessive plastic deformation

    Fatiguesubjected to repeated loadings, creating stresses that are less than thestrength of the material

    As the stress level decreases, the number of applications before failureincreases

    Bridges and pavements

    General Yielding in ductile materials and spreads in the wholestructure which results in a total collapse

    Buckling

    Excessive deformation

    Factor of SafetyThe factor of safety is defined as the ratio of the

    stress at failure to the allowable stress for design

    (maximum anticipated stress):

    failure = Failure stress of the material

    allowable = Allowable stress for design

    The larger FS, the larger is the required cross

    section of the structure (higher costs)

    allowable

    failureSF

    ..

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    Factor of Safety (Cont.)

    The proper value of the factor of safety varies from one structure

    to another and depends on several factors:

    Cost of unpredictable failure in lives, dollars, and time

    Variability in material properties

    Degree of accuracy in considering all possible loads applied

    to the structure, such as earthquakes

    Possible misuse of the structure, such as improperly hanging

    an object from a truss roof

    Degree of accuracy of considering the proper response of

    materials during design, such as assuming elastic response

    although the material might not be perfectly elastic

    3. Non-Mechanical PropertiesDensity and Unit Weight

    Thermal Expansion

    L= linear coefficient of thermal expansion

    L = change in the length of the specimen

    T = change in temperature

    L

    TL

    L

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