Threshold of the skull injury for blunt force impacts under free and constraint boundary conditions

被引:3
|
作者
Siegenthaler, Lea [1 ]
Strehl, Michael [2 ]
Vaghi, Alessio [1 ]
Zysset, Philippe [3 ]
Kneubuehl, Beat P. [4 ]
Frenz, Martin [2 ]
机构
[1] Univ Bern, Inst Forens Med, Bern, Switzerland
[2] Univ Bern, Inst Appl Phys, Bern, Switzerland
[3] Univ Bern, Inst Surg Technol & Biomech, Bern, Switzerland
[4] Bpk Consultancy GmbH, Thun, Switzerland
关键词
Blunt impact; Skull fractures; Energy threshold; Head model; Boundary condition; BRAIN MODEL; FRACTURE; RECONSTRUCTION; HOMICIDE; TRAUMA; SHARP;
D O I
10.1007/s00414-019-02023-2
中图分类号
DF [法律]; D9 [法律]; R [医药、卫生];
学科分类号
0301 ; 10 ;
摘要
The formation of skull fractures is an important topic in legal medicine. In particular, the influence of boundary conditions is controversially discussed in the literature. A study focusing solely on this aspect was missing. This study aimed to investigate the influence of boundary conditions on the energy threshold for head fractures. Because of the great variability of biological tissue of real skulls, we opted for a head model made from a polyurethane sphere filled with gelatin. Furthermore, we decided to investigate two opposite situations: A fixed configuration where a model was placed on a rigid surface and a (quasi) free boundary configuration where the head model was held at a force of 5 N compensating for gravity. For both configurations, we determined the acceleration signal of the impactor, the force, and the energy threshold for head fracture. It turned out that the fracture forces for both configurations were the same whereas the energy threshold was 11.0 J for the fixed and 13.6 J for the free boundary. The difference seems to be negligible if compared to the effect of varying structural mechanical properties of real human heads. This means that in a forensic case, the two situations most probably cannot be distinguished. To investigate the influence of the impactor mass, we developed a mathematical model and fitted the experimental data. As a result, we found that in the free configuration, a larger mass increases the energy threshold for head fracture. So that in principle, the two configurations are distinguishable.
引用
收藏
页码:553 / 563
页数:11
相关论文
共 50 条
  • [1] Threshold of the skull injury for blunt force impacts under free and constraint boundary conditions
    Lea Siegenthaler
    Michael Strehl
    Alessio Vaghi
    Philippe Zysset
    Beat P. Kneubuehl
    Martin Frenz
    [J]. International Journal of Legal Medicine, 2020, 134 : 553 - 563
  • [2] Correlation of Skull Deformation and Brain Biomechanics under Blunt Impacts
    Moghaddam, Hesam
    Eslaminejad, Ashkan
    Ziejewski, Mariusz
    Karami, Ghodrat
    [J]. BRAIN INJURY, 2019, 33 : 296 - 297
  • [3] Effect of Skull Deformation Under Blunt Impact on the Level of Brain Injury
    Rezaei, Asghar
    Sarvghad-Moghaddam, Hesam
    Salimijazi, Mehdi
    Karami, Ghodrat
    Ziejewski, Mariusz
    [J]. JOURNAL OF HEAD TRAUMA REHABILITATION, 2015, 30 (03) : E98 - E98
  • [4] Asperity creep under constant force boundary conditions
    Goedecke, Andreas
    Jackson, Robert L.
    Mock, Randolf
    [J]. WEAR, 2010, 268 (11-12) : 1285 - 1294
  • [5] Blunt Liver Injury with Intact Ribs under Impacts on the Abdomen: A Biomechanical Investigation
    Shao, Yu
    Zou, Donghua
    Li, Zhengdong
    Wan, Lei
    Qin, Zhiqiang
    Liu, Ningguo
    Zhang, Jianhua
    Zhong, Liangwei
    Huang, Ping
    Chen, Yijiu
    [J]. PLOS ONE, 2013, 8 (01):
  • [6] Casimir force in the O(n → ∞) model with free boundary conditions
    Dantchev, Daniel
    Bergknoff, Jonathan
    Rudnick, Joseph
    [J]. PHYSICAL REVIEW E, 2014, 89 (04):
  • [7] On flows of viscoelastic fluids under threshold-slip boundary conditions
    Baranovskii, E. S.
    [J]. INTERNATIONAL CONFERENCE APPLIED MATHEMATICS, COMPUTATIONAL SCIENCE AND MECHANICS: CURRENT PROBLEMS, 2018, 973
  • [8] Comment on "Casimir force in the O(n → ∞) model with free boundary conditions"
    Diehl, H. W.
    Grueneberg, Daniel
    Hasenbusch, Martin
    Hucht, Alfred
    Rutkevich, Sergei B.
    Schmidt, Felix M.
    [J]. PHYSICAL REVIEW E, 2015, 91 (02):
  • [9] Compactness for maps minimizing the n-energy under a free boundary constraint
    Thomas Müller
    [J]. manuscripta mathematica, 2000, 103 : 513 - 540
  • [10] Compactness for maps minimizing the n-energy under a free boundary constraint
    Müller, T
    [J]. MANUSCRIPTA MATHEMATICA, 2000, 103 (04) : 513 - 540