Journal of Textile Research ›› 2024, Vol. 45 ›› Issue (02): 93-100.doi: 10.13475/j.fzxb.20231007901

• Textile Engineering • Previous Articles     Next Articles

Failure damage mode analysis and experimental study of large-size carbon fibers C-beam under bending shear coupling load

ZHAO Ziyu1, YANG Tong1, ZHANG Fa2, MA Pibo1()   

  1. 1. College of Textile Science and Engineering, Jiangnan University, Wuxi, Jiangsu 214122, China
    2. Beijing Civil Aircraft Technology Research Center, Commercial Aircraft Corporation of China, Beijing 100000, China
  • Received:2023-10-24 Revised:2023-12-18 Online:2024-02-15 Published:2024-03-29

Abstract:

Objective To meet the requirements of the beam structure on the wing for the main load-bearing components, a bending-shear coupling device which can verify the different ratio of flexural shear coupling loads is designed. The experimental device can verify the actual bearing characteristics of the large-size beam structure. It is benefited to provide reference data for the prediction of wing load performance and structural design. It hopes that the research can optimize the residual bearing strength of large-size C-beams in the field of aerospace.

Method The large-size C-beams were manufactured by medium-mold high-strength carbon fiber T800 and epoxy resin. The nominal thickness of the cured single layer was 0.191 mm. The rib dummy is made of aluminum alloy T7451 and the fastener brand is titanium alloy bolt. The designed bending-shear coupling device consists of an upper wall fixing devices, a loading fixtures as well as an anti-twist device. Anti-twist devices are provided on both sides of the loading fixture to prevent the C-beam twisting during bend loading increment. The finite element models were established by ABAQUS/Explicit to explore the damage evolution during post-buckling failure.

Results The influence of bending-shear coupling conditions of large-size C-beams on mechanical properties and post-bulking behavior were comprehensively investigated for novel applications.The results show that three different design limit load (DLL) could been added to evaluate the bending-shear behaviors of large-size C-beams. The wall fixing devices is mounted on the load-bearing wall, and the two ends of the test specimen are respectively connected with the upper wall fixing devices and the loading fixture. There are two parallel and spaced loading devices under the loading fixture. Through the strain gauges distribution, the deformation and torsion of the large-size C-beams have been monitored. In order to verify the validation of the experiments, the symmetry of the top and bottom flange and web appear excellent as well. Under pure bending load of the large-size C-beams, the higher load is borne by the flange. The beam web becomes the main load-bearing component under the action of bending-shear coupling load. The values of 3.28DLL and 2.3DLL are considered as buckling critical loads of large-size C-beams. In post-buckling stage, the strain gauge data on the specimens was reduced to varying degrees, but the specimens were not destroyed with loading to the maximum load. It illustrates that the remaining structural stiffness and strength are still sufficient to support the continued bearing of the structure. The fluctuation of load-strain curve is formed by matrix cracking, fiber buckling or interlayer failure. The damage started to expand outward along the 45° direction with the Hashin criterion. The damage of large-size C-beams is formed by matrix compress cracking, fiber compress failure. Meanwhile, the failure form was twisted collapse of the top flange with the LaRC05 criterion. The matrix cracking, fiber tensile failure are composed of the main failure modes.

Conclusion A novel bending-shear coupling loading device was proposed and designed to effectively prevent stress concentration and torsion caused by the eccentricity of the C-beam during loading while adjusting the bending-shear ratio. The post-buckling behavior and failure prediction of large-size composite C-beam under bending-shear coupling load was studied by experiment. The large-size C-beam exhibited a high post-buckling load-bearing capacity regardless of its bending resistance or shear resistance. During the experiment, the carbon fiber reinforced composite beam webs reached the first order buckling mode at the loading of 3.28DLL in Bending-shear 1 and 2.3DLL in bending-shear 2 respectively. In addition, the catastrophic failure of composite beam web was not observed until the load percentage reached 4.6DLL. The damage started to expand outward along the 45° direction with the Hashin criterion. Meanwhile, the failure form was twisted collapse of the top flange with the LaRC05 criterion. This study can offer a practical reference for the post-buckling performance of large-size C-beam structures after bending-shear coupling.

Key words: large-size C-beam, bending-shear coupling, strain gauge, post-buckling, failure prediction

CLC Number: 

  • TS186.3

Fig. 1

Large-size carbon C-beam. (a) Simulated diagram;(b)Side image"

Tab. 1

Structural parameters of large-size carbon C-beam"

区域 铺层
不同方向铺层顺序 厚度/
mm
梁腹板 34 [45/135/0/90/45/135/0/135/0/45/
135/0/0/90/0/45/0]
6.49
梁缘条 34 [45/135/0/90/45/135/0/135/0/45/
135/0/0/90/0/45/0]
6.49
蒙皮 46 [45/135/0/90/45/135/0/135/0/45/135/
0/0/45/135/0/45/135/0/90/0/45/0]
8.79
垫板 34 [45/135/0/90/45/135/0/135/0/
45/135/0/0/90/0/45/0]
6.49

Fig. 2

Physical diagram of bending-shear coupling test device. (a)Side;(b)Front view of fixture;(c)Force analysis diagram"

Tab. 2

Test loads under bending condition"

试验设计 弯矩/
( kN·m)
剪力/
kN
0.6DLL F1=52 kN 52
F2=-52 kN
1.1DLL F1=96 kN 96
F2=-96 kN
1.65DLL F1=143 kN 143
F2=-143 kN

Tab. 3

Test loads under Bending-shear1 condition"

试验设计 弯矩/
(kN·m)
剪力/
kN
0.6DLL F1=-55 kN 4.26 51
F2=106 kN
1.1DLL F1=-101 kN 7.81 93
F2=194 kN
1.65DLL F1=-151 kN 10.46 138
F2=289 kN
预估屈曲载荷 F1=-319 kN 24.64 291
F2=610 kN (3.47DLL)

Tab. 4

Test loads under Bending-shear 2 condition"

试验设计 弯矩/
(kN·m)
剪力/
kN
0.6DLL F1=-84 kN 5.35 76
F2=160 kN
1.1DLL F1=-154 kN 9.8 140
F2=294 kN
1.65DLL F1=-231 kN 13.5 209
F2=440 kN
预估屈曲载荷 F1=-322 kN 22.5 291
F2=613 kN (2.29DLL)

Fig. 3

Arrangement and numbering of strain gauges. (a) Beam webs; (b) Flange; (c) R area"

Tab. 5

Mechanical parameters of large-size carbon C-beams"

E11/
GPa
E22/
GPa
E33/
GPa
ν12 t/
mm
G12/
GPa
G23/
GPa
G13/
GPa
163.50 9.00 9.00 0.319 0.191 4.14 3.08 4.14

Tab. 6

7050-T7451 aluminum alloy material properties"

弹性模量
E/MPa
压缩模量
EC/MPa
剪切模量
G/MPa
泊松比
v12
71 016 73 085 26 890 0.33

Tab. 7

Cell stiffness of CBUSH"

高锁螺栓 零件1 零件2 轴向刚度
K1/MPa
剪切刚度
K2/MPa
剪切刚度
K3/MPa
CFBL
1004-8-10
蒙皮 梁缘条/
垫板
463 179 46 751 26 622
CFBL
1004-8-12
肋假件 梁腹板/
垫板/梁
缘条
566 462 117 521 81 102

Fig. 4

Finite element simulation of large-size C-beams. (a) Meshing model;(b) Fixtures"

Fig. 5

Symmetry of strain date. (a) Bending; (b)Bending-shear 1; (c) Bending-shear 2"

Fig. 6

Failure strain curves in experiment. (a) Bending-shear 1; (b) Bending-shear 2"

Fig. 7

Damage morphology of finite element model based on Hashin criterion. (a) Matrix compression failure; (b) Fibers compression failure"

Fig. 8

Damage morphology of finite element model based on LaRC05 criterion. (a) Matrix damage; (b) Fiber tensile damage"

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