Университет по архитектура, строителство и геодезия

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Определяне на срязващата сила във вътрешен стоманобетонен рамков възел

Албена П. Дойчева; Биляна Боева
ЦБ II 544

Детайли

Източник
Годишник на Университета по архитектура, строителство и геодезия - УАСГ
Издателство
УАСГ
Местоиздаване
София
Година на издаване
2025
Пор.№
бр. 3
Страници
с. 439 - 460
Том
58
Ключови думи
вътрешна връзка греда-колона, срязващи сили, стоманобетон, големи деформации, пукнатина върху лицето на колоната, сеизмично въздействие, аналитично изследване, internal beam-column connection, shear forces, reinforced concrete, large deformations, crack on column face, earthquake impacts, analytical study
ISSN
2534-9759
Отрасъл
Общ отдел. Наука. Библ. дело. Енциклопедии
Забележка
Том 58. бр. 3. Резюме на бълг. ез. DOI: 10.71167/uaceg.2025.580309
Анотация
" The beam-column connection is a particularly vulnerable element of frame structures and is often responsible for damage to buildings during seismic events. A good understanding of the forces passing through the frame connections in the beam-beam and column-column directions would allow for their adequate calculation in new buildings and their verification in existing buildings without the need for experimental studies. In the design standards of a number of countries, the shear force is determined by a capacitive method, taking into account only the area of the longitudinal reinforcement of the beam passing through the joint. This method shows us how much shear force the reinforcement of the beam can withstand, but not what the actual magnitude of the forces is as a result of the acting loads. Furthermore, the contribution of the concrete to the total magnitude of the shear force is not taken into account. The proposed mathematical model for calculating the forces entering the joint after leaving the beam takes into account the full dimensions of its cross-section. The properties of the materials and the shape of the cross-section are also taken into account. The determining factor for the magnitude of the forces is the load acting on the beam. This paper summarizes the results of calculations for several types of loads. The calculations are based on Menabrea's theorem for determining hyperstatic unknowns. The results of the proposed method for the beams under consideration show that the magnitude of the shear force differs from that accepted in the literature by 6,06 % to 16,89 %, depending on the stage of crack development. Meanwhile, the comparison with the recommended Eurocode method is in the range of -33,36 % to 32,99 % for the accepted beams."
Системен №
5601

Действия