AI Article Synopsis

  • The study used finite element method (FEM) to simulate how dynamic loads affect concrete-filled steel tubular members during axial impacts from rigid bodies.
  • It examined eight factors influencing impact load, including impact speed, mass ratio, and concrete strength, finding that higher axial pressure and concrete strength improve impact resistance.
  • The findings suggest that impact loads change over time, with peak loads decreasing as the position of impact becomes more eccentric, and that enhancing constraints at the member's ends increases resistance to impacts.

Article Abstract

The dynamic loads acting on concrete-filled steel tubular members under axial impacts by rigid bodies were studied herein by FEM. The whole impact process was simulated and the time history of the impact load was obtained. The effects of eight factors on the axial impact load were studied; these factors were the impact speed, mass ratio, axial pressure ratio, steel ratio, slenderness ratio, concrete strength, impact position, and boundary conditions. Besides this, the effects of concrete creep on the impact load were also considered by changing the material parameters of the concrete. The results show that axial impact load changes with time as a triangle. The peak value of impact load increases and the impact resistance improves with the growth of the axial pressure ratio, steel ratio, slenderness ratio, and concrete strength after creep occurs. As the eccentricity of the axial impact acting on a concrete-filled steel tubular member increases, the peak value of the impact load decreases. The enhancement of constraints at both ends of the member can improve the impact resistance. The creep reduction coefficients for the peak axial impact load of a concrete-filled steel tubular member under axial compression and considering the creep effect over 6 months and 30 years are 0.60 and 0.55, respectively. A calculation formula for the peak value of impact load was suggested based on the existing formula, and its accuracy was proved by finite element calculation in this study.

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Source
http://www.ncbi.nlm.nih.gov/pmc/articles/PMC6803852PMC
http://dx.doi.org/10.3390/ma12193134DOI Listing

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