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M. Troitsky (1990)
PRESTRESSED STEEL BRIDGES: THEORY AND DESIGN
7 a Variation of ER with pdef for different FF-CASE 1. b Variation of ER with pdef for different
MS Troitsky, ZA Zielinski, NF Rabbani (1989)
Prestressed continuous span glrdersASCE J. Struct. Eng., 115
V. Ravindra, T. Venkateswarlu (2008)
COMPUTERISED DESIGN OF PRESTRESSED HOMOGENIOUS STEEL BEAMS, 135
V Ravindra, MR Ponnada (2011)
Effect of loss of pre stress on performance of prestressed steel I-beamGlobal J. Eng. Appl. Sci., 2
L. Guptha (2002)
PRESTRESSED STEEL STRUCTURES
(2011)
Ponnada, Effect of loss of pre stress on performance of prestressed steel I-beam
ATOM Bridge Construction Method. A case study presented in the home page of the website of a reputed Korean steel company
M. Tocháček (1992)
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Deflection calculation prestressed steel I-beams
Prestressed steel structures have many advantages over steel, reinforced cement concrete and prestressed concrete structures. This paper is an attempt to compare the performance of prestressed steel I-beam and that strengthened in compression by welding two angles. Iterative calculations involved in analysis were performed with the help of program developed by the authors, which takes the choice of I-section, type of beam and span required as inputs. Straight tendon configuration over the whole span was considered for comparison. The study of the variation among different parameters revealed that the load carrying capacity is not directly proportional to the prestressing force in case of an unsymmetrical I-section for eccentricity less than a minimum value. But in case of a symmetrical section, the load carrying capacity is directly proportional to the prestressing force for all eccentricities. However, it was observed that the material of the cross-section is effectively utilised when an unsymmetrical I-section is prestressed.
Journal of The Institution of Engineers (India): Series A – Springer Journals
Published: Jan 22, 2014
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