Abstract:Diffeomorphic shape registration allows for the seamless geometric alignment of shapes. In this study, we demonstrated the use of a registration algorithm to automatically seed anthropological landmarks on the CT images of the pelvis. We found a high correlation between manually and automatically seeded landmarks. The registration algorithm makes it possible to achieve a high degree of automation with the potential to reduce operator errors in the seeding of anthropological landmarks. The results of this study… Show more
“…In Fig. 3 a relation between anthropometric distances defined in 31 and modal stiffnesses are shown. Only moderate correlations were observed for both sexes with the maximal positive value 0.49 with (CI95% [0.26, 0.67] and ) for a pair 7- for male.…”
A new metric for the quantitative and qualitative evaluation of bone stiffness is introduced. It is based on the spectral decomposition of stiffness matrix computed with finite element method. The here proposed metric is defined as an amplitude rescaled eigenvalues of stiffness matrix. The metric contains unique information on the principal stiffness of bone and reflects both bone shape and material properties. The metric was compared with anthropometrical measures and was tested for sex sensitivity on pelvis bone. Further, the smallest stiffness of pelvis was computed under a certain loading condition and analyzed with respect to sex and direction. The metric complements anthropometrical measures and provides a unique information about the smallest bone stiffness independent from the loading configuration and can be easily computed by state-of-the-art subject specified finite element algorithms.
“…In Fig. 3 a relation between anthropometric distances defined in 31 and modal stiffnesses are shown. Only moderate correlations were observed for both sexes with the maximal positive value 0.49 with (CI95% [0.26, 0.67] and ) for a pair 7- for male.…”
A new metric for the quantitative and qualitative evaluation of bone stiffness is introduced. It is based on the spectral decomposition of stiffness matrix computed with finite element method. The here proposed metric is defined as an amplitude rescaled eigenvalues of stiffness matrix. The metric contains unique information on the principal stiffness of bone and reflects both bone shape and material properties. The metric was compared with anthropometrical measures and was tested for sex sensitivity on pelvis bone. Further, the smallest stiffness of pelvis was computed under a certain loading condition and analyzed with respect to sex and direction. The metric complements anthropometrical measures and provides a unique information about the smallest bone stiffness independent from the loading configuration and can be easily computed by state-of-the-art subject specified finite element algorithms.
“…The similarity of bone shapes was measured with a modified intensitybased criterion called the demons-like metric. This metric provides best accuracy/speed balance among the other metrics tested (mean-squared difference, cross-correlation, mutual information) [23,24]. In order to minimize a registration error, a template bone shape, which is an estimation of a sample mean shape, was estimated according to [25,23].…”
Population variability and correlations in bone mineral density can be described by a spatial random field, which can be inferred from the routine computed tomography (CT) data. Random fields were simulated by transforming pairwise uncorrelated Gaussian random variables into correlated variables through the spectral decomposition of age-detrended correlation matrix estimated from CT. The validity of random field model was demonstrated on spatio-temporal analysis of bone mineral density and bone mineral content. The similarity of CT samples and that generated from random fields was analyzed with energy distance metric. It was found that the bone mineral density random field was approximately Gaussian/slightly left-skewed/strongly right-skewed in various locations. However, bone mineral content could be well simulated with the proposed Gaussian random field and that of energy distance, i.e., a measure to quantify discrepancies between two distribution functions, is convergent with respect to the number of correlation eigenpairs. The proposed random field allows for enriching computational biomechanical models with variability in bone mineral density, which could increase the model usability and provide a step forward in digital twin paradigm.
“…The shape of the pelvic bones were parametrized by a series of landmarks called B 1 , B 2 , ..., B 19 and associated distances M 1 , M 2 , ..., M 10 , see author's previous study 31 . These landmarks and distances have been adopted from DSP2 tool (Diagnose Sexuelle Probabiliste 57 ).…”
Section: Anthropometric Analysis Of Pelvismentioning
confidence: 99%
“…To decrease the operator error in construction of large number of FE models, the automatized generation of landmarks and boundary conditions was employed with the help of deformable registration algorithm 31 , see Figure 6. The template bone shape was estimated based on 58 and consequently between the template bone and all bones in datasets the symmetric, diffeomorphism map was computed by Symmetric registration method (SyN) with demon metric (ANTs library 59 ).…”
Section: Automatized Construction Of Boundary Conditions and Anthropometric Landmarksmentioning
confidence: 99%
“…The best accuracy 0.62 for side classification was reached by static stiffness metric S for the first eigenpair. In Figure 3 a relation between anthropometric distances defined in 31 and modal stiffnesses are shown. Only moderate correlations were observed for both sexes with the maximal positive value 0.49 with (CI95%[0.26, 0.67] and p = 0.0004) for a pair 7-M 9 for male.…”
Section: Fixed Boundary Conditions Model Femp-imentioning
A new metric for the quantitative and qualitative evaluation of bone stiffness is introduced. It is based on the spectral decomposition of stiffness matrix computed with finite element method. The here proposed metric is defined as an amplitude rescaled eigenvalues of stiffness matrix. The metric contains unique information on the principal stiffness of bone and reflects both bone shape and material properties. The metric was compared with anthropometrical measures and was tested for sex sensitivity on pelvis bone. Further, the smallest stiffness of pelvis was computed under a certain loading condition and analyzed with respect to sex and direction. The metric complements anthropometrical measures and provides a unique information about the smallest bone stiffness independent from the loading configuration and can be easily computed by state-of-the-art subject specified finite element algorithms.
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