2014
DOI: 10.1016/j.jbiomech.2014.09.031
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A statistical geometrical description of the human liver for probabilistic occupant models

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Cited by 17 publications
(6 citation statements)
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“…Morphological variations in the human ribcage, such as the shape, size and cortical bone thickness, as well as the material and failure properties of the ribcage, are expected to affect the impact response and injury tolerance of the thorax, especially among vulnerable populations such as the elderly, women, and the obese. These variations in ribcage geometry could be evaluated through statistical shape analysis (SSA), a common technique to assess the size and shape variations in human skeleton and organs, such as femur (Bredbenner and Nicolella, 2008;Bryan et al, 2009;Zhu and Li, 2011), tibia (Baka et al, 2014;Bredbenner et al, 2010), liver (Lamecker et al, 2004;Lu and Untaroiu, 2014) and spleen (Yates et al, 2016). Gayzik et al (2008) quantified the age-related shape change of human ribcage using rib landmarks through morphometric and multivariate regressions.…”
Section: Introductionmentioning
confidence: 99%
“…Morphological variations in the human ribcage, such as the shape, size and cortical bone thickness, as well as the material and failure properties of the ribcage, are expected to affect the impact response and injury tolerance of the thorax, especially among vulnerable populations such as the elderly, women, and the obese. These variations in ribcage geometry could be evaluated through statistical shape analysis (SSA), a common technique to assess the size and shape variations in human skeleton and organs, such as femur (Bredbenner and Nicolella, 2008;Bryan et al, 2009;Zhu and Li, 2011), tibia (Baka et al, 2014;Bredbenner et al, 2010), liver (Lamecker et al, 2004;Lu and Untaroiu, 2014) and spleen (Yates et al, 2016). Gayzik et al (2008) quantified the age-related shape change of human ribcage using rib landmarks through morphometric and multivariate regressions.…”
Section: Introductionmentioning
confidence: 99%
“…Each landmark was associated with its corresponding point using the "Giessen" approach (Van De Giessen et al 2009). This method was proven more efficient than using only the Euclidean distance (Lu and Untaroiu 2014). Once the initial correspondence was done the registration was computed by minimizing the energy:…”
Section: Iterative Thin Plate Spline Methodsmentioning
confidence: 99%
“…The term "κ-boundary models" was introduced in Lu and Untaroiu (2013) to define the boundary models which cover κ% of the overall population. Various studies on anatomical elements as liver Lu and Untaroiu 2014), clavicular cortical bone or lunate and scaphoid bones (van de Giessen et al 2010) have shown that the shape parameters tend to follow normal distributions over the training data set. Consequently, the shape space [−3 × SD, 3 × SD] (SD stands for standard distribution) of each mode will define a 99.7%-boundary model.…”
Section: Statistical Boundary Shape Modelsmentioning
confidence: 99%
“…Biological shape variations are often complex and highly challenging to interpret. Principal component analysis (PCA) is a mathematical method that has previously been used to describe the shape of the lung 8 and other organs 15 17 . PCA simplifies the complex patterns of shape variation into independent variables (principal components), providing more-readily interpretable metrics of shape than simple linear dimensions.…”
Section: Introductionmentioning
confidence: 99%