| dc.description.abstract |
Reinforced concrete structures are the most widely used forms to construct buildings in the
world. In such building structures, beams are one of the skeletal elements to carry and transmit
loads and stresses in addition to restraining structural systems. Reinforced concrete haunched
beams are one of the structural elements which resist super imposed effects and stresses by
arching mechanisms. In such elements, compressive forces are resisted by concrete sections and
tensile forces are resisted by reinforcements. Thus, failure of these beams will be the effect of
either reinforcement, concrete or both.
This thesis presented numerical analysis of haunched beams to examine the effects of
reinforcement arrangement on load carrying capacity using variety in rebar layers, haunch depth
ratio and support conditions. Finite element and strut-and-tie model analysis is attempted to
determine the effects of the parameters under static loading regime. Twenty four specimens
modelled and results are compared under each parameter.
Results obtained from simulation showed that as reinforcement arrangement increased from
single to double layered, mid-span deflection increased by about 10.11% whereas plastic strain
decreased by about 15.23%. Thus, issue of sudden shear failure is decreased and ductile failure
insured by increasing layer number, which correlates with effective concrete tension area. Effects
of depth ratio showed that the decrease in depth ratio decreased the mi-span deflection and
cracking strain by about 41.6%, and 27.4% for single layered, 39.54% and 52.34% for double
layered specimens respectively. Fixed supported beam specimens, as observed from the results,
increased the resistance capacity by about 9.43% mid-span deflection and 5% cracking strain
over continuous beam specimens. Result observation of Abaqus and Strut-and-Tie model
outputs, Abaqus results showed an over estimated resistance capacity than strut-and-tie model by
about 26.54%. This result demonstrated that nonlinear finite element analysis is used to
optimization of the design capacity, for economical and efficiency considerations. In contrast to
FEM, Strut-and-Tie model is used as a lower bound solution which contributes to the reliable
and safe design. |
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