Abstract

The application experience of non-metallic composite materials is quite wide in foreign countries, as well as systematized and assembled into a single database. In Russia, since the necessary computing resources have become more relevant and accessible for design organizations, independent researchers, and graduate students of higher educational institutions, this question resurfaced only in the last decade. As well as benefits, non-metallic composite reinforcement has its disadvantages, which prevent it from wide usage in structures, including a relatively low elastic module, as well as the inability to bend during installation. To improve the reinforced structures with stressed reinforcement calculation and possible prestressing force loss prediction, the finite element model production has been discussed. This model would allow us to evaluate the damaging shear stresses in the reinforcement region. The bracing formation process in the scope of this model was presented in this article, with the purpose of simulation the contact layer stress-strain state between reinforcement and concrete. The calculation is performed in a linear setting. Model development of a T-section decking component reinforced with a composite reinforcement beam produced via LIRA SAPR software. Exert a force on shank ends that is equivalent to the clamping force when the prestressed reinforcement is released. The authors proposed a selection option of the junction stiffness by stem contact with the anchoring field. The stiffness is assumed to be constant along the entire length of the contact layer. Elastic coefficient variation of the contact layer was performed here. The contact layer is highlighted conditionally as a separate material. A model for three types of materials was discussed. The shear stresses patterns in the contact element region were obtained. The patterns of abutting end reinforcement bars motion are obtained. To create a span element with a pre-tensioned reinforcement, a full-scale experiment was performed, as well as reinforcement abatement. Upon abatement, the retraction was recorded. The retraction results of the shank ends were measured, the values of which are comparable to the numerical motion.

Highlights

  • В экспериментальных работах НИИЖБ1 отмечается, что для каждого типа бетона необходимы индивидуальные данные о параметрах сцепления

  • В работе1 Астровой предложен внушительный набор теоретических зависимостей, предложенных различными авторами, характеризующих сцепление и зависимость интенсивности касательных напряжений по контакту арматуры с бетоном

  • The calculated physicomechanical characteristics of the anchoring medium adopted in the model

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Summary

Model development

Создание контактного элемента ведется при помощи программного комплекса ЛИРА Сапр. В качестве рабочего конечного элемента задействован двухузловой КЭ упругой связи с учетом предельных усилий КЭ-255, 256. Специфика работы которого предусматривает линейное перемещение по направлениям вдоль всех осей в пространстве, а также поворот вокруг них. Что материал контактного слоя практически целиком претерпевает сдвиг, модуль упругости материала в первом приближении задавался согласно СП 35.13330.2011 также как и расчетные прочностные характеристики принимаются исходя из значений сопротивления бетона осевому растяжению и сжатию. The calculated physicomechanical characteristics of the anchoring medium adopted in the model

Бетон Concrete
Designing methods
Basalt fiber reinforced polymer
Prototype work
Технические характеристики Specifications
Pretensioning problem
Analysis of the received data
Application relevancy
Conclusion

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