Three-Dimensional Finite Element Analysis of Maxillary Sinus Floor Augmentation with Optimal Positioning of a Bone Graft Block

被引:5
|
作者
Schuller-Goetzburg, Peter [1 ]
Forte, Thomas [1 ,3 ]
Pomwenger, Werner [2 ]
Petutschnigg, Alexander [3 ]
Watzinger, Franz [4 ]
Entacher, Karl [2 ]
机构
[1] Paracelsus Med Univ, Biomech & Biomat Res, Prosthet, Strubergasse 21, A-5020 Salzburg, Austria
[2] Salzburg Univ Appl Sci, Dept Informat Technol & Syst Management, Urstein Sud 1, A-5412 Puch, Austria
[3] Salzburg Univ Appl Sci, Dept Forest Prod Technol & Wood Construct, Markt 136a, A-5431 Kuchl, Austria
[4] Landesklinikum St Polten Lilienfeld, Dept Maxillofacial Surg, Probst Fuhrer Str 4, A-3100 St Polten, Austria
来源
SYMMETRY-BASEL | 2018年 / 10卷 / 02期
基金
奥地利科学基金会;
关键词
sinus lift; bone grafting; finite element analysis; 3D modeling; dental implant; STRESS-DISTRIBUTION; FORCE MEASUREMENTS; POSTERIOR MAXILLA; CORTICAL BONE; IMPLANT; LAW; INTERFACE; REGION;
D O I
10.3390/sym10020033
中图分类号
O [数理科学和化学]; P [天文学、地球科学]; Q [生物科学]; N [自然科学总论];
学科分类号
07 ; 0710 ; 09 ;
摘要
Purpose: the aim of the computational 3D-finite element study is to evaluate the influence of an augmented sinus lift with additional inserted bone grafting. The bone graft block stabilizes the implant in conjunction with conventional bone augmentation. Two finite element models were applied: the real geometry based bone models and the simplified geometry models. The bone graft block was placed in three different positions. The implants were loaded first with an axial force and then with forces simulating laterotrusion and protrusion. This study examines whether the calculated stress behavior is symmetrical for both models. Having established a symmetry between the primary axis, the laterotrusion and protrusion behavior reduces calculation efforts, by simplifying the model. Material and Methods: a simplified U-shaped 3D-finite element model of the molar region of the upper jaw and a more complex anatomical model of the left maxilla with less cortical bone were created. The bone graft block was placed in the maxillary sinus. Then the von Mises stress distribution was calculated and analyzed at three block positions: at contact with the sinus floor, in the middle of the implant helix and in the upper third of the implant. The two finite element models were then compared to simplify the modelling. Results: the position of the bone graft block significantly influences the magnitude of stress distribution. A bone graft block positioned in the upper third or middle of the implant reduces the quantity of stress compared to the reference model without a bone graft block. The low bone graft block position is clearly associated with lower stress distribution in compact bone. We registered no significant differences in stress in compact bone with regard to laterotrusion or protrusion. Conclusions: maximum values of von Mises stresses in compact bone can be reduced significantly by using a bone graft block. The reduction of stress is nearly the same for positions in the upper third and the middle of the implant. It is much more pronounced when the bone graft block is in the lower third of the implant near the sinus floor, which appeared to be the best position in the present study.
引用
收藏
页数:13
相关论文
共 50 条
  • [31] Three-dimensional finite element analysis of optimal distribution model of vertebroplasty
    Wang, Deguo
    Li, Yang
    Yin, Honglin
    Li, Jun
    Qu, Jiao
    Jiang, Minbo
    Tian, Jiwei
    ANNALS OF PALLIATIVE MEDICINE, 2020, 9 (03) : 1062 - 1072
  • [32] Comparing the influence of crestal cortical bone and sinus floor cortical bone in posterior maxilla bi-cortical dental implantation: A three-dimensional finite element analysis
    Yan, Xu
    Zhang, Xinwen
    Chi, Weichao
    Ai, Hongjun
    Wu, Lin
    ACTA ODONTOLOGICA SCANDINAVICA, 2015, 73 (04) : 312 - 320
  • [33] Comparison of corticocancellous block and particulate bone grafts in maxillary sinus floor augmentation for bone healing around dental implants
    Lee, Seoung-Ho
    Choi, Byung-Ho
    Li, Jingxu
    Jeong, Seung-Mi
    Kim, Han-Sung
    Ko, Chang-Yong
    ORAL SURGERY ORAL MEDICINE ORAL PATHOLOGY ORAL RADIOLOGY AND ENDODONTOLOGY, 2007, 104 (03): : 324 - 328
  • [34] Stress Distribution on Bone and Implant by Three-dimensional Finite Element Analysis
    Cheng, Hsin-Chung
    Huang, Chiung-Fang
    Lin, Yi
    Shen, Yung-Kang
    JOURNAL OF THE CHINESE SOCIETY OF MECHANICAL ENGINEERS, 2014, 35 (05): : 389 - 395
  • [35] A NOVEL TECHNIQUE TO PREVENT SINUS MEMBRANE COLLAPSE DURING MAXILLARY SINUS FLOOR AUGMENTATION WITHOUT BONE GRAFT: TECHNICAL NOTE
    Scarano, A.
    Murmura, G.
    Mastrangelo, F.
    Lorusso, F.
    Lucchina, A. Greco
    Carinci, F.
    JOURNAL OF BIOLOGICAL REGULATORS AND HOMEOSTATIC AGENTS, 2018, 32 (06): : 1589 - 1592
  • [36] Two- and three-dimensional finite element analysis of a crowned maxillary premolar.
    Romeed, S. A.
    Fok, S. L.
    Wilson, N. H. F.
    JOURNAL OF DENTAL RESEARCH, 2003, 82 : B253 - B253
  • [37] Analysis of stress in the periodontium of the maxillary first molar with a three-dimensional finite element model
    Jeon, PD
    Turley, PK
    Moon, HB
    Ting, K
    AMERICAN JOURNAL OF ORTHODONTICS AND DENTOFACIAL ORTHOPEDICS, 1999, 115 (03) : 267 - 274
  • [38] Three-dimensional linear and volumetric analysis of maxillary sinus pneumatization
    Hamdy, Reham M.
    Abdel-Wahed, Nagla'a
    JOURNAL OF ADVANCED RESEARCH, 2014, 5 (03) : 387 - 395
  • [39] Osteoinductive calcium phosphate with submicron topography as bone graft substitute for maxillary sinus floor augmentation: A translational study
    van Dijk, Lukas A. A.
    Janssen, Nard G. G.
    Nurmohamed, Silke J. J.
    Muradin, Marvick S. M.
    Longoni, Alessia
    Bakker, Robbert C. C.
    de Groot, Florence G.
    de Bruijn, Joost D. D.
    Gawlitta, Debby
    Rosenberg, Antoine J. W. P.
    CLINICAL ORAL IMPLANTS RESEARCH, 2023, 34 (03) : 177 - 195
  • [40] Radiographic Analysis of Graft Dimensional Changes in Transcrestal Maxillary Sinus Augmentation: A Retrospective Study
    Comuzzi, Luca
    Tumedei, Margherita
    Piattelli, Adriano
    Tartaglia, Gianluca
    Del Fabbro, Massimo
    MATERIALS, 2022, 15 (09)