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Use of Models to Teach the Behavior of Structural Concrete Some Model Slides Courtesy of James Hanson, PhD, PE Rose-Hulman Institute of Technology james.hanson@rose-hulman.edu Lawrence Novak, SE, SECB, F.ACI, F.SEI, LEED AP
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2 Outline Flexural Behavior Shear Behavior Lab Tests Rebar Development Creep & Shrinkage Seismic Behavior Engineering Judgment
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3 Characteristics of Concrete Factor of 10!! Basic Concept Strong in Compression Weak in Tension
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4 Load-Deformation Characteristics for Concrete
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5 Styrofoam Beam - Loaded Tension Compression
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6 Flexural Behavior Where’s the tension? Closing Opening
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7 Flexural Behavior (Cont) Careful: Tension not always on bottom! Closing Opening
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8 How To Build It 2” Thick Insulating Board 6’ long, 6” deep Cuts every 4” ~ 2¼”
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9 Unreinforced Flexural Behavior
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10 Plain Concrete Beam (no rebar)
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11 Plain Concrete Beam
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12 Reinforced Concrete Beam
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13 Load-Deformation Characteristics for Reinforcing Steel
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14 Why Steel? Strong in tension Does not react with concrete Compatible thermal expansion and contraction Ductile Bond strength
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15 Reinforced Concrete Beam
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16 Load-Deformation for Plain and Reinforced Beams
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17 Case Study Stairway Landing Pair of Precast Ledger Beams If you look underneath….
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18 Case Study Remember, this is from underneath!
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19 How To Build It
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20 How To Build It (Cont)
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21 How To Build It (Cont) Mix Design: (5 day cure) 15 lbs 4 lbs 3 lbs Sand Cement (Type I ) Water For 4 day cure, hold ¼ lb water For 3 day cure, hold ½ lb water [use judgment for workability] Makes approx 4 beams Mix design by PCA
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22 How To Build It (Cont) 4x4 Plywood Base 1” PVC 18” Height based on ½” clearance between weights and base
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23 How To Build It (Cont) Better to have small gap
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24 Diagonal Tension Due to Shear
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25 Shear and Stirrups Crack (Saw Cut) Stirrup (Bungee Cord Thru Drilled Hole in Beam)
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26 Shear and Stirrups After Concrete Cracks Shear Load Supported by Stirrups (stretching bungee cord) Held Together by “Stirrup”
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27 How To Build It (Cont) Rubber cord Hinge (over “crack”) Top View
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28 Diagonal Tension Due to Shear
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29 Rebar Development ~ 1 3/8” #11 9/8” #9 3/8” #3
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30 Rebar Development Why the ribs?
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31 Bond and Development Length Mechanical Bond Adhesion Bond
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32 Mechanical Bond
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Headed Bars in Tension 33 Headed Bars Can Reduce Rebar Congestion Trump Tower Chicago Courtesy ERICO
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34 Creep and Shrinkage “The Rocket Science of Structural Concrete” Short-term Elastic Behavior Superimposed over Long-term Inelastic Behavior
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35 Creep and Shrinkage Determine the Important Parameters Use Analogy of Inflatable Mattress
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36 Creep and Shrinkage Short-term Loads = Elastic
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37 Creep and Shrinkage Long-term Loads = Inelastic
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38 Creep and Shrinkage Important Parameters Scale of Element
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39 Creep and Shrinkage Important Parameters Scale of Element = V/S Ratio (Volume to Surface Ratio)
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40 Creep and Shrinkage Volume to Surface Ratio Slab or Wall; V/S = t / 2 Square Column; V/S = s / 4 Circular Column; V/S = r / 2
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41 Creep and Shrinkage Important Parameters Size of “Openings”
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42 Creep and Shrinkage Important Parameters Size of “Openings” = Age and Strength of Concrete
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43 Creep and Shrinkage Important Parameters Pressure Differential
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44 Creep and Shrinkage Important Parameters Pressure Differential = Relative Humidity
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Data represent: 6 x 12 in. cylinders moist-cured 7 days, then drying at 73 deg. F and 50% RH of ambient air Concrete Drying Concrete Internal Relative Humidity, % 45
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Shrinkage Stresses Can lead to cracks starting at exposed surface Curing enables strength gain before drying 46
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Shrinkage Shrinkage Strain Time 0.0004 to 0.0008 in./in. 47
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Shrinkage vs. Size 48
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Shrinkage Stresses Lead to Surface Cracks Restrained concrete can crack as a result of shrinkage –Can cause unsightly or harmful cracks Reinforcement controls shrinkage crack size 49
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50 Models Assist in Developing Engineering Judgment
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51 Engineering Judgment What is it? How is it Used in Practice? Can it be Learned? How is it Acquired?
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53 Engineering Judgment is a Journey not a Destination
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We all Know Which Way is UP RightWrong Engineering Judgment
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55 Engineering Judgment Load Path: Completing the Triangles
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56 Engineering Judgment Load Path: Completing the Triangles
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57 Engineering Judgment Load Path: Strut and Tie Modeling
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58 “Engineering does not tell men what they should want or why they want it. Rather it recognizes a need and tries to meet it.” Hardy Cross, 1952
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