shows the comparison of the results of the different tension softening constitutive models under mediummeshing and the results of the test.

shows the comparison of the results of the different tension softening constitutive models under mediummeshing and the results of the test.

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In this paper, some simple stress-strain relationships of the concrete material recommended in relevant Codes are appropriately simplified, then the damage factors of the simplified plastic damage constitutive model is determined based on Sidiroff’s energy equivalence principle. Mechanical characteristics of the concrete material under the simple t...

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... The performance of recycled concrete was simulated using the concrete damage plasticity model (CDPM) provided in ABAQUS [20], and the compressive principal relationships are expressed as follows [21] : The uniaxial tensile behavior of concrete was defined by inputting fracture energy [22]. Fracture energy Gf = α(0.1fc ...
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This paper aims to investigate the cyclic performance of the connections between the recycled aggregate concrete (RAC) column and steel H-beam. In this connection system, the steel beam is welded to the end plate to form an integral unit, which is bolted to the column. The differences in seismic performance between the novel casing-type one-side bolted end-plate connection and the conventional all-welded joint with external diaphragm and top-seat angle connection were investigated. Three types of joints with different connection details were designed and fabricated at a reduced scale of 1:2, following the principle of strong columns and weak beams. The low cyclic lateral loading test was performed by beam-end loading to observe the loading process and failure morphology of the joint model. The load-beam end displacement hysteresis curve and the skeleton curve were obtained to analyze the joint load eigenvalues, ductility, energy dissipation, and stiffness degradation. The experimental results showed that all three specimens exhibited beam-end failure and demonstrated good ductility. Furthermore, a finite element model was established. The effects of axial compression ratio, steel tube width-to-thickness ratio, outer tube, and end-plate thickness on the bearing performance of the outer tube one-side bolted end-plate joint under lateral loading were analyzed. It was found that the bearing capacity and stiffness of the specimens increased with increasing steel tube width-to-thickness ratio, outer tube thickness, and end-plate thickness. Changes in the axial compression ratio had little effect on the bearing capacity and stiffness of the specimens.
... Since it is a ceramic material, the behavior of concrete is quasi-brittle, so models that better represent the damage are considered acceptable in simulations of this material (Demin and Fukang, 2017). A multiaxial model called Concrete Damaged Plasticity (CDP), proposed by Lubliner et al. (1989) and further developed by Lee and Fenves (1998). ...
... The experimental critical crack was also seen in the numerical results, as shown in figure 8c, accompanied by some flexural cracks. Similar results were observed in other studies (Al-Osta et al, 2017;Demin and Fukang, 2017;Jumaa and Yousif, 2019;Arcine, Menon, and Krahl, 2023). Experimentally, beam failure occurred when the resistance capacity of the transverse reinforcement was exhausted. ...
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... The concrete used in the design is C40 grade concrete, which has allowable compressive strength "f ck " =26.8 N/mm 2 and allowable tensile strength "f tk " =2.39 N/mm 2 , the density = 2400 kg/m 3 , for the elastic stage; Elastic modulus "E" equals 30E9 Pa, and Poisson's ratio "" =0.2, for the plastic stage; Dilation angle "" =30 0 , Eccentricity "e" =0.1, Ratio of initial equi-biaxial compressive yield stress to initial uniaxial compressive yield stress is "f b0 /f c0 " = 1.16, ratio of the second stress invariant on the tensile meridian to that on the compressive meridian "K c " = 0.6667, and viscosity parameter "" = 0.000. The input parameters for compressive and tensile behavior parameters are listed in Table 3 and Table 4, respectively [19]. The same type of finite elements is used for the concrete parts as for soil parts. ...
... This study adopted the concrete damaged plasticity (CDP) model, which applies to brittle materials, such as concrete. Based on concrete isotropy, concrete's tensile cracking and compressive fracture were simulated [29]. The damage, in this case, was a progressive weakening in the internal cohesion of the material under loading, which produced defects, cracks, and micropores in the loaded material [30]. ...
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... Due to the complexity of concrete materials, there is no universal constitutive model for concrete (Demin, W. et al., 2017), so the CDP model used in the finite element calculation is the CDP model obtained by experiment. To obtain the CDP model for concrete,100 mm × 100 mm×100 mm concrete specimens were cast for uniaxial compression and Brazilian tension tests in accordance with the specification GB/T50081 (2002). ...
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... Apart from that, damage was assumed to occur in PCC under compression (d c ) and tension (d t ). The damage evolution was estimated through the Sidiroff's energy equivalent principle, described in Eq. (21) [56]. The damage of PCC in tension was limited to 0.99 to avoid convergence problems [31]. ...
... This assumption was made because of the pseudoductile behaviour presented by concrete reinforced with fibres under tension. The damage evolution of FRRAC and FGC in compression was also estimated through Eq. (21) [56]. ...
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... e concrete compressive hardening and tensile stiffening data have been considered in terms of crushing and cracking strain, respectively. e crushing, cracking, and plastic strain (for both compressive and tensile) of concrete has been determined using (10)- (15), as provided in [15][16][17][18][19][20]. Figures 3(a)-3(d) show the compressive stress-crushing strain, compressive damagecrushing strain, tensile stress-cracking strain, and tensile damage-cracking strain curve of concrete, respectively, under different concrete grades to model the specimens. ...
... Ductile structures have the capability of dissipating hysterically large magnitude of energy during the inelastic cyclic deformations. A displacement ductility factor is computed as the ratio of the displacement at ultimate to the displacement at yield according to equation (17). In this study, the ductility of RC shear wall-slab slab connection calculation based on simplification method presented in Figure 15. ...
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Finite element modeling is becoming widely applicable for the assessment of structural behavior, which is accurate and reliable, since conducting the full experimental test is time-consuming and very expensive. Previously conducted research confirmed that there is a good agreement with the experimental tests. In this study, a nonlinear finite element analysis with the ABAQUS software package has been taken to investigate the response of reinforced concrete exterior shear wall-slab connection subjected to cyclic loading. The structural responses such as load-carrying capacity, energy dissipation, ductility, and stiffness degradation have been studied. Connection type, an aspect ratio of the thickness of the slab to the thickness of the shear wall ( t s / t w ), the aspect ratio of the height of the shear wall to the effective width of the slab (H/We), and concrete strength were used as study parameters to evaluate their effect on the structural response of the connection. A total of sixteen models have been selected based on the parametric study and objective of the study. The results show that the exterior shear wall-slab connection with U-type connection has high load-carrying capacity than the other connection types. As the aspect ratios of t s / t w , H / W e and concrete strength increase, the ultimate load capacity and energy dissipation capacity increase. In other words, as the number of loading cycles increases, the stiffness of the connection is decreased.
... The identification of constitutive models is a fundamental phase to replicate experimental tests where stress-strain curves populated from these experiments are typically used to define its mechanistic behavior. The essential elements for any plasticity model are yield criteria, flow rule, hardening rule and damage evolutions (both hardening and softening may be accounted for) [29,[54][55][56][57][58][59]. The yield criteria often used the Mohr-Coulomb and Drucker-Prager criteria F r ð Þ ¼ c where c is the cohesion in which represent the evolution law that can be determined by plasticdamage variable (d) range between 0 and 1, and F r ð Þ is the first degree of the stress component [4,5]. ...
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