2006
DOI: 10.1080/17747120.2006.9692914
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L'effort trenchant dans la modélisation du comportement jusqu' à rupture des pouters en béton armé et précontraint

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Cited by 8 publications
(8 citation statements)
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“…This is probably the reason why it was ignored or poorly dealt with in most of the earliest design codes. However, it seems that the shear strength can be well predicted using rather sophisticated methods, applicable by means of a computer program, such as for example the Modified Compression Field Method (see, e.g., Vecchio and Collins, 3 Bhide and Collins, 4 or more recently Kachi et al 5 ). However, the problem of designing a member is not so well resolved; so the more or less simple formulas proposed by the design codes are still questionable.…”
mentioning
confidence: 99%
“…This is probably the reason why it was ignored or poorly dealt with in most of the earliest design codes. However, it seems that the shear strength can be well predicted using rather sophisticated methods, applicable by means of a computer program, such as for example the Modified Compression Field Method (see, e.g., Vecchio and Collins, 3 Bhide and Collins, 4 or more recently Kachi et al 5 ). However, the problem of designing a member is not so well resolved; so the more or less simple formulas proposed by the design codes are still questionable.…”
mentioning
confidence: 99%
“…This is probably the reason why it was ignored or poorly covered in most of the earliest design codes. The shear strength can be well predicted using rather sophisticated methods such as for example the Modified Compression Field Method (MCFT) (Vecchio and Collins, 3 more recently Kachi et al 4 and Bhide and Collins 5 for shear and axial tension). However, the problem of designing a member is not so well resolved and the more or less simple formulas proposed by the design codes are still questionable as regard to the influence of axial tension.…”
mentioning
confidence: 99%
“…he study of a cracked element subjected to the shear force consists on separately analyzing the materials constituting this element (concrete, steel). To solve the problem, it will be used the equilibrium equations, the compatibility equations and the constitutive laws of the different materials [14]. The longitudinal strain x  is a linear function of the y ordinate, responding to the cross-section Navier-Bernoulli hypothesis and expressed as follows:…”
Section: Calculation Procedures For a Cross Section In Reinforced And/or Prestressed Concretementioning
confidence: 99%
“…y y ay by (14) The overall equilibrium of the sections is expressed by the equality of the external loads N, M, V and the resultants of the internal loads int…”
Section: Calculation Procedures For a Cross Section In Reinforced And/or Prestressed Concretementioning
confidence: 99%
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