Chinese Journal of Tissue Engineering Research ›› 2019, Vol. 23 ›› Issue (32): 5188-5194.doi: 10.3969/j.issn.2095-4344.1496
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Jia Junfeng, Tang Chengjie, Yue Jintao, Li Feng
Online:
2019-11-18
Published:
2019-11-18
Contact:
Yue Jintao, Chief physician, Sichuan Provincial Orthopedic Hospital, Chengdu 610040, Sichuan Province, China
About author:
Jia Junfeng, Master, Sichuan Provincial Orthopedic Hospital, Chengdu 610040, Sichuan Province, China
CLC Number:
Jia Junfeng, Tang Chengjie, Yue Jintao, Li Feng. Finite element analysis of three different fixation methods for distal tibial fracture[J]. Chinese Journal of Tissue Engineering Research, 2019, 23(32): 5188-5194.
2.1 轴向加载各固定模型系统实验结果 在模型1中,其内固定系统承担的承载力为95.54 MPa,见图4A,胫骨模型平均承载力为29.89 MPa,见图4B。而在模型2中,内固定系统承载力约为560.82 MPa,见图4C,胫骨模型平均应力为69.52 MPa,见图4D。在模型3中,内固定系统承载力约为320.24 MPa,见图4E,胫骨模型平均应力为94.70 MPa,见图4F。 模型1,2,3的内固定受力3者差异有显著性意义(P < 0.05),见表2;即给予轴向力时模型1的内固定受力最小,模型2的内固定受力最大。模型1,2,3差异有显著性意义(P < 0.05),见表3;但模型2与模型3骨折模型受力差异无显著性意义(P > 0.05),模型1,2,3的位移均值分别为:2.11,5.69,5.23 mm。3个模型位移值差异有显著性意义(P < 0.05),见表4;即模型1位移较小,模型2的位移最大。 2.2 侧向弯曲加载各固定模型系统实验结果 模型1内固定系统与胫骨骨折模型中,其内固定系统承担的承载力为72 MPa,见图5A,胫骨模型平均承载力为29.6 MPa,见图5B。而在模型2中,内固定系统承载力约为 114.63 MPa,见图5C,胫骨模型平均应力为32 MPa,见图5D。在模型3中,内固定系统承载力约为57.65 MPa,见图5E,胫骨模型平均应力为94.93 MPa,见图5F。 模型1,2,3的内固定受力3者差异无显著性意义(P > 0.05),见表5。模型1,2骨折模型无显著性意义(P > 0.05);但模型3与模型1,2骨折模型差异有显著性意义 (P < 0.05),见表6;模型3较模型1,2的胫骨骨折模型承担较多的压力;即模型1位移较小,模型2的位移最大。从模型1,2,3的位移分别为:0.1,0.48,0.19 mm。位移3者模型差异有显著性意义(P < 0.05),见表7;模型2在给予侧向力时的位移最大。 "
2.3 扭转力加载各固定模型系统实验结果 模型1内固定系统与胫骨骨折模型中,其内固定系统承担的承载力为271.13 MPa,见图6A,胫骨模型平均承载力为50.65 MPa,见图6B。而在模型2中,内固定系统承载力约为36.34 MPa,见图6C,胫骨模型平均应力为25.81 MPa,见图6D。在模型3中,内固定系统承载力约为160.17 MPa,见图6E,胫骨模型平均应力为73 MPa,见图6F。 模型1,2,3的内固定受力3者差异有显著性意义(P < 0.05),见表8;模型1内固定承受最大的扭转力,模型2内固定承受最小的扭转力;模型1与模型2,3骨折模型差异无显著性意义(P > 0.05);但模型2,3骨折模型受力差异有显著性意义(P < 0.05),见表9;模型3的胫骨模型受力最大。模型1,2,3位移3者差异有显著性意义(P < 0.05),见表10;模型1,2,3位移均值分别为:1.05,0.05,2.94 mm,模型3的位移最大。"
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