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Economical Design of Concrete Buildings Lawrence Novak
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2 General Considerations Three major costs in concrete construction: – Concrete 25% – Reinforcement 25% – Formwork 50%
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3 Cost Efficiencies Optimized designs unwarranted for structures of moderate size & height –Example: floor system thickness Simplify concrete formwork –Expediency of construction versus efficiency of structural design – $ $ – $ Cost savings $
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4 Economical Formwork
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5 Lower Cost through Formwork Economies Minimizing material quantities guarantees “inefficient” designs Complexity Cost
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6 Structure Cost No. of Stories
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7 Flat Plate
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8 Thickness controlled by two-way (punching) shear Flat Plates
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9 Flat Plate Flexibility
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10 Flat Plate Construction
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11 Flat Slab
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12 Slab-Column Systems Drop panels and column capital New in 2008 Shear Cap
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13 One-Way Joist (Standard)
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14 One-Way Joist
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15 Waffle Slab
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How is a Pan Job Built? Deck Endcaps & diaphragms Pans laid 16
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17 Pan Construction - Deck
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18 Pan Construction – Endcaps
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19 Pan Construction - Diaphragms
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20 Pan Construction – Lay Pans
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21 Pan Construction – Ready for Rebar
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System Selection Achieve lower total cost by balancing the trade off between formwork (labor) and material 22
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Different Systems – Different Costs 23
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Paper - Scissors - Rock Labor beats Material 1 CY Concrete = 2 Hours of Labor 24
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Trump Mat Foundation Solid vs. Shaped 25
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Myths and Misperceptions Concrete takes Longer to Build than Steel 26
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Myths and Misperceptions Concrete takes Longer to Build than Steel Construction of Superstructure Frame Months 5 Stories50 Stories 5 10 15 CONCRETE STEEL 20 CONCRETE STEEL 25 30 35 27
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Myths and Misperceptions Account For Material Order Duration CONCRETE STEEL Add Time for Material Order Months 5 Stories50 Stories 5 10 15 20 CONCRETE STEEL 25 Material Order time 30 35 Ref: http://www.nucoryamato.com/ w14x90 or w21x44 Next Roll Dates Sept. / Oct.
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Myths and Misperceptions Account For Architectural Finishes + Cladding (Time to Occupancy) Add Time to Finish Building (i.e.: Time to Occupancy) Completion to Occupancy Months 5 Stories50 Stories 10 15 CONCRETE STEEL 20 CONCRETE STEEL 25 30 35
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Myths and Misperceptions Concrete takes longer to build than steel False 30
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Price Stability = Cost Effective Construction 31 Do not underestimate the importance of price stability on decision making Base Year 2002 = 100
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32 Formwork Considerations Use available standard form sizes Repeat sizes Strive for simple formwork
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33 Slab Systems
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34 Forming of Drop Panel
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35 Flat Slab
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36 Nominal lumber size Actual lumber size (in.) Plyform thickness (in.) h 1 (in.) 2X1-1/2¾2-1/4 4X3-1/2¾4-1/4 6X5-1/2¾6-1/4 8X7-1/4¾8 Drop Panel Depth
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37 Standard Form Dimensions
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38 Spandrel Beams
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Drop Spandrels Increase Cost A flat spandrel with imbeds for steel framing will usually beat a drop spandrel with imbeds.
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40 Beam/Column Intersections
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41 Walls Columns Vertical Elements
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42 Column Economics More Economical to: –Use Larger Column Sizes (1 – 2%) Steel –Use Larger Bars –Minimize Column Changes –Reduce Number of Splices
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43 Nonslender Tied Columns
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44 Short Tied Column Axial Design Per ACI 318-14 Section 10.3.1.2 Not allowed for special moment frames for seismic
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45 Short Tied Column Axial Design 1% steel is generally optimum At 1% steel, Column Capacity (Pu / Ag) is approx. = f’ c / 2 45 1% Steel is Generally Optimum Higher Strength Concrete is General Optimum
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47 Frame-Two-way Slab-Column
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48 Beam and Slab
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49 Site Cast (Tilt-up) Fast Quality Simple Energy efficient
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50 Built-in Veneer –Embed brick “facers” –Reduces time and costs vs. brick and mortar construction M Brick Site Cast (Tilt-up)
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51 Factory Cast (Precast) Fast Quality Simple Energy efficient
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52 PT Slabs
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53 What if your Shape is Not Standard? How do you Find the Optimal Form?
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Study in Topology Optimized structures are inherently elegant Why optimize the structure’s layout? Aesthetic Function Strength Hanger, Orbetello, Italy Gatti Wool Mill, Rome 54
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Simple Frames of Least Weight Mitchell Theorem is satisfied if the bars in a frame are subjected to stresses of the same sign: Bar under two opposed forces Triangular and tetrahedral frames Catenaries Where V is the minimum Volume, r i is the vector location of vector Force F i and f is the allowable stress Arches 55
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Conclusions System Selection Formwork Systems Constructability Balance Optimum Design and Constructability –Lest Material is not always the most Economical Design 56
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57 Past - Present - Future
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