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Mark de Zee

Researcher at Aalborg University

Publications -  127
Citations -  3161

Mark de Zee is an academic researcher from Aalborg University. The author has contributed to research in topics: Inverse dynamics & Kinematics. The author has an hindex of 21, co-authored 119 publications receiving 2661 citations. Previous affiliations of Mark de Zee include Aarhus University & Semiconductor Manufacturing International Corporation.

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Analysis of Musculoskeletal Systems in the AnyBody Modeling System

TL;DR: The main features of the AnyBody Modeling System are introduced; in particular, the inverse dynamic analysis that resolves the fundamental indeterminacy of the muscle configuration.
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A generic detailed rigid-body lumbar spine model

TL;DR: A musculo-skeletal model of the lumbar spine which can be shared and lends itself to investigation in many locations by different researchers, which has the potential for greater reproducibility and subsequent improvement of its quality from the combined effort of different research groups is presented.
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Anatomy and biomechanics of the back muscles in the lumbar spine with reference to biomechanical modeling.

TL;DR: The development of a musculoskeletal model of the human lumbar spine with focus on back muscles is described, which includes data from literature in a structured form to review the anatomy and biomechanics of the back muscles related to the lumbr spine with relevance for biomechanical modeling.
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Estimation of Ground Reaction Forces and Moments During Gait Using Only Inertial Motion Capture

TL;DR: This study was the first to use only inertial motion capture to estimate 3D GRF&M during gait, providing comparable accuracy with optical motion capture prediction and enables applications that require estimation of the kinetics during walking outside the gait laboratory.
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Scaling of musculoskeletal models from static and dynamic trials

TL;DR: Two procedures to scale ‘generic’ musculoskeletal models to match segment lengths and joint parameters to a specific subject and compare the results to a simpler approach based on linear, segment-wise scaling are presented.