1940
DOI: 10.14359/8543
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Plain And Reinforced Concrete Arches

Abstract: IX. Arches with Elastic Abutments X. Arches Continuous over Several Spans XI. Determining the Best Curve for any Arch XII. Determining the Thickness for any Arch XIII. Proportioning Reinforced Concrete Arches XIV. Calculating the Stresses in an Arch EXAMPLES 1. Design of an Arch by the Analytic Method.

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Cited by 3 publications
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“…B. Mander, 1988) , Kent and Park, (1971) (Kent, D.C., and Park, 1971), Cusson-Paultre, 1995 (Cusson, D., andPaultre, 1995) and Hong-Hang Model (Suzuki et al, 2004).etc., and for steel (Indian Standard, 2000), (CP 110, 1972). In various codal provisions ((ACI Standard, 2014), (Thomas, 1990)) stress-strain curve of the concrete material has an initial parabolic ascending portion until strain of 0.002 followed by linearly descending portion which is sometimes even idealized as a straight line until the ultimate strain of 0.0035 (Indian Standard, 2000). Cusson-Paultre, 1995 (Cusson, D., and Paultre, 1995) and Hong-Hang Model,2005(Suzuki et al, 2004.proposed stress-strain model for high strength concrete.…”
Section: Materials Modelmentioning
confidence: 99%
“…B. Mander, 1988) , Kent and Park, (1971) (Kent, D.C., and Park, 1971), Cusson-Paultre, 1995 (Cusson, D., andPaultre, 1995) and Hong-Hang Model (Suzuki et al, 2004).etc., and for steel (Indian Standard, 2000), (CP 110, 1972). In various codal provisions ((ACI Standard, 2014), (Thomas, 1990)) stress-strain curve of the concrete material has an initial parabolic ascending portion until strain of 0.002 followed by linearly descending portion which is sometimes even idealized as a straight line until the ultimate strain of 0.0035 (Indian Standard, 2000). Cusson-Paultre, 1995 (Cusson, D., and Paultre, 1995) and Hong-Hang Model,2005(Suzuki et al, 2004.proposed stress-strain model for high strength concrete.…”
Section: Materials Modelmentioning
confidence: 99%