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The design model of reinforced concrete beam formed by the field of cracks directions

机译:裂缝方向场形成的钢筋混凝土梁设计模型

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Now the design of reinforced concrete constructions for static and dynamic loads with regard to the elastoplastic resistance diagrams of materials is widely used. The model of a reinforced concrete beam is proposed, which consists of trapezoidal elements formed by the field of cracks directions. The theoretical angle of inclination of a crack at any point of a beam has been determined on the basis of minimum of external load, necessary for its formation, which has been obtained from the equation of energy balance. The deflections of each point of a beam have been obtained by solving a differential equation of motion at each step the account. The strains in any fiber of normal and inclined sections have been determined according to the hypothesis of bilinear sections. The stresses in concrete and reinforcement have been obtained with the help of the variable elastoplastic stress-strain curves ?σ-ε?. The failure mechanism of a beam has been determined on a basis of the transverse to longitudinal force ratio in compressed area of concrete. The internal forces have been determined with the help of numerical section height integration of stresses and from the equation of balance of elements above the crack.
机译:现在,关于材料的弹塑性阻力图,针对静,动态载荷的钢筋混凝土结构设计已被广泛使用。提出了一种钢筋混凝土梁模型,该模型由裂缝方向场形成的梯形单元组成。裂纹在梁的任何一点的理论倾角是根据形成能量所必需的最小外部载荷确定的,该载荷对于形成裂纹是必不可少的。通过求解帐户每一步的运动微分方程,可以获得光束的每个点的挠度。已根据双线性截面的假设确定了正常截面和倾斜截面中任何光纤中的应变。借助于可变的弹塑性应力-应变曲线σσ-εα,获得了混凝土和钢筋中的应力。梁的破坏机理是根据混凝土压缩区域内的横向力与纵向力之比确定的。内力的确定是借助应力的数值截面高度积分以及裂纹上方元素的平衡方程确定的。

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