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    <subfield code="a">Putro, Heru Darjudi Eko</subfield>
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    <subfield code="a">Analytical prediction of shear strength of prestresses concrete linear member</subfield>
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    <subfield code="a">Bangkok :</subfield>
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    <subfield code="v">no. ST-90-06</subfield>
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    <subfield code="a">Experimental data from the previous study [9] are analyzed  to investigate the shear strength of prestressed concrete linear  members without shear reinforcement. Analytical approach of  investigating the behavior in shear of prestressed concrete beams  without shear reinforcement is conducted using a finite element  method where analytical mode ling for the concrete, steel  reinforcement, bond between the concrete and the reinforcement,  and stress transfer along crack are considered to be a plane  stress problem. Several examples of singly reinforced concrete  beams on simple supports with different effective restressing  force and different diagonal cracking patterns are analyzed and  results are presented for comparison and discussion. Shear crack  is modeled as a single discrete crack a nd other cracks are  modeled as smeared cracks. Forces transferred along the diagonal  cracks are determined by applying models for both aggregate  interlocking and tension softening of concrete. A non  bond s lip model is also implemented.  The depth of compression zone increases for beams  increases in restressing force, which is considered to  linear  with  be a  reason of increase in beams. Opening and sliding displacements at  shear crack are affected greatly by mode l s for stress transfer at  crack a nd bond-slip, but the ultimate shear strength are not .  Idealized shear crack pattern for discrete crack mode ling can  change the ultimate shear strength when its location in  longitudinal direction changes, but not when its location in  vertical direction changes .</subfield>
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