This paper presents the results of tests of four reinforced concrete beams with web reinforcement in order to measure the significance of shear deformation of the beams after diagonal cracking. The parameters affecting shear behavior, i. e. reinforcement ratio, shear span-to-depth ratio, and web reinforcement ratio were considered here. In addition, parametric study is performedby using the results of nonlinear finite element analysis and analytical model for predicting shear deflection is derived. The validity of the proposed model is made through the comparison with the above experimental results. It was found that the additional shear deflection computed using the present model agrees well with the experimental measurement.
A study of the plastics materials flow analysis in Thailand was aim to show the flow of plastic materials through production, consumption, and waste management based on the year 2013 and projection to the year 2020. This paper finds the plastic waste generation increasing steadily in line with population growth and increasing consumption. In addition, the simulation under waste management three scenarios includes the following: the business as usual, increasing recycled rate set on the National Solid Waste Management Master Plan (2016)(2017)(2018)(2019)(2020)(2021) and increasing in rate of energy recovery by the Alternative Energy Development Plan 2015-2036. The plastic material flow analysis has shown that the implementation of the National Solid Waste Management Master Plan (2016-2021 or the Alternative Energy Development Plan 2015-2036 can reduce uncollected waste and improper waste disposal. Moreover, there is benefit by adding value from recycled materials and energy recovery.
INTRODUCTIONAn elastic finite displacement theory of the so-called curved Timoshenko beam with shear deformation has been studied by Reissner, in which the derivation of kinematic field applicable to one dimensional beam theory was a major subject of investigation. Sheinman has also studied the same subjectz. The governing equation derived in his study, howver, is applicable only for a range of moderately small rotation and in addition inconsistency seems to be present in the treatment of higher order terms of small quantities3. Recently, the governing equation of Timoshenko straight beams in finite deformation which is identical to that by: Reissner has been formulated by Iwakuma et al4.For discrete system, a total Lagrangian nonlinear formulation of elastic trusses has been made by Nishino et al5. In their study, the stiffness equation was described as the relation between the overall nodal forces and positions, and was solved numerically by the successive substitution procedure, which was proved to be the same as Newton-Raphson iteration due to the equivalence between the total and tangential stiffness matrices of the same system. This study presents a finite displacement theory of plane elastic beams in the range of small strain problems, and it can be divided into two parts. The first part is concerned with the formulation of a finite displacement theory of arbitrary plane curved Timoshenko beams, in which no limitation is imposed for the magnitude of displacements and rotations. It is emphasized that employing physical stress and strain components rather than tensor components simplifies the expression of constitutive equation and hence the resulting governing equation. The second part covers a total Lagrangian formulation of a plane straight * Student Member of JSCE, M. Eng., Graduate Student,
scite is a Brooklyn-based organization that helps researchers better discover and understand research articles through Smart Citations–citations that display the context of the citation and describe whether the article provides supporting or contrasting evidence. scite is used by students and researchers from around the world and is funded in part by the National Science Foundation and the National Institute on Drug Abuse of the National Institutes of Health.