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Carl-Eric Aubin

Researcher at École Polytechnique de Montréal

Publications -  303
Citations -  7219

Carl-Eric Aubin is an academic researcher from École Polytechnique de Montréal. The author has contributed to research in topics: Scoliosis & Cobb angle. The author has an hindex of 45, co-authored 284 publications receiving 6364 citations. Previous affiliations of Carl-Eric Aubin include Université de Montréal & École Polytechnique.

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Finite Element Model of Polar Growth in Pollen Tubes

TL;DR: This work established a biomechanical model of tip growth in walled cells using the finite element technique and found remarkable agreement between the gradient in mechanical properties and the distribution of deesterified pectin.
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Assessment of the 3-D reconstruction and high-resolution geometrical modeling of the human skeletal trunk from 2-D radiographic images

TL;DR: In vivo validation of a method for the three-dimensional (3-D) high-resolution modeling of the human spine, rib cage, and pelvis for the study of spinal deformities gives an overall accuracy of 3.3 /spl plusmn/ 3.8 mm, making it an adequate tool for clinical studies and mechanical analysis purposes.
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Biomechanical risk factors for proximal junctional kyphosis: a detailed numerical analysis of surgical instrumentation variables.

TL;DR: Preserving more posterior proximal intervertebral elements, the use of transition rods and transverse process hooks at upper instrumented vertebra, and reducing the global sagittal rod curvature each decreased the 4 biomechanical indices that may be involved in PJK.
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Finite element investigation of the loading rate effect on the spinal load-sharing changes under impact conditions.

TL;DR: Results showed that spinal injuries can result at sagittal rotation velocity exceeding 0.5 degrees /ms, and the structural response was markedly different under the highest velocity that caused high peaks of stresses in the segment compared to the intermediate and low velocities.
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Morphometric evaluations of personalised 3D reconstructions and geometric models of the human spine.

TL;DR: The geometric model and 3D reconstruction techniques give accurate information, at low X-ray dose, because it allows better and more efficient quantitative evaluations of spinal dysfunctions and their treatments, as well as biomechanical modelling of the spine.