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CHAPTER XVIIIECONOMIC SPAN-LENGTHS FOR SIMPLE-TRUSS BRIDGES ON
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But little known previously concerning true economic span-lengths for varying |
substructure conditions. — Author's mathematical solution of three decades ago and its limitations. — Special investigation made by actual estimates of cost of over two hundred piers with their spans. — Instigation of the investigation was the series of studies for the proposed New Orleans bridge. — Assumptions and conditions for investigation. — Character of structures. — Methods of pier sinking. — Specifications for designing. — Loads. — Permissible pressures on soil and piles. — Unit prices of materials in place. — Method of determining the economic span-length. — Recording-diagrams and table. — Resume of results of computations. — Deductions. — Check on old method of determining economic span-lengths. — Relative weights of metal in equal-truss, three-span bridges and structures of the same kind, same total length, and same loading, but having the central span lengthened and the other two equally shortened......... 150 |
Old method of designing masonry piers. — Author's experience in designing piers |
for Red Rock Cantilever bridge. — Day of cut-stone-masonry piers is past. — Copings. — Economics of reinforcing for traction effects. — Dumb-bell piers. — Hollow shafts to reduce load on foundations. — Piers composed of two cylinders. — Mattresses. — Temporary piers. — Cocked hat. — Cutting down and rebuilding of main piers of the Fratt Bridge at Kansas City. — Ice-breakers. — Reinforced-concrete versus timber for cribs and caissons of bridge piers. — Steel versus timber for concrete forms. — Best depth to carry pier-shaft below low-water mark. — Reduction of pier size to avoid lessening the area of water-way. — Clearance in crib around base of shaft. — Pneumatic process versus open-dredging. — Coffer-dam method versus open-dredging. — Comparative economics of open-dredging caisson and pile-filled crib. — Economics of employing both the pneumatic and the open-dredging processes on the piers for same bridge. — Economics of hastening pier sinking. — Comparative economics of stepping off plain-concrete bases or spreading suddenly by using reinforcing bars. — Reinforced concrete piles versus wooden ones ..................... 167 |
This problem cannot be solved by complicated mathematics, but only by making |
actual competitive designs and estimates of cost. — Mathematical solution of economic truss-depths. — Economic depths of plate-girder spans and |
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