This thesis develops, validates and applies the Least-Squares Axis of Rotation (LSAR) method, a new method for estimating the position and orientation of a moving axis of rotation (AOR) of a three dimensional joint motion. The LSAR estimation method, which is more accurate and robust than previous methods, minimizes the sensitivity to measurement noise by using rigid-body motion constraints, multiple data samples per estimate and sound numerical methods. Results of simulations and in vitro experiments demonstrate that the LSAR method provides better results than the popular Reuleaux and helical axis methods. Furthermore, the parameters obtained with the LSAR method accurately predict the trajectory of arbitrary points of the rigid-body, giv...
This paper presents a new direct method for estimating the average center of rotation (CoR). An exis...
Abstract The determination of the instantaneous axis of rotation of human joints has numerous applic...
Accurate knowledge of the center of rotation (CoR) of anatomical joints is required for many researc...
A simple method is developed for robustly estimating a fixed dominant axis of rotation (AoR) of anat...
Several mathematic methods for locating the instantaneous center of rotation of a rigid body have be...
Accurate determination of joint axes is essential for understanding musculoskeletal function. Whilst...
Functional methods usually allow for a flexible and accurate representation of joint kinematics and ...
In prosthetics and orthotics design, it is sometimes necessary to approximate the multiaxial motion ...
Accurate, reliable, and reproducible methods to measure the movements of human joints have been elus...
Axes of rotation e.g. at the knee, are often generated from clinical gait analysis data to be used i...
The objective of the work is to compare and improve the accuracy of existing methods for the computa...
In several applications, such as the design and setting of prostheses, orthoses and exoskeletons, an...
A correct identification of the human joint rotation axes is important in several applications, such...
In this article, a method for the experimental in-vivo characterization of the ankle kinematics is p...
new method for determining the location of the instantaneous axis of rotation during human movements...
This paper presents a new direct method for estimating the average center of rotation (CoR). An exis...
Abstract The determination of the instantaneous axis of rotation of human joints has numerous applic...
Accurate knowledge of the center of rotation (CoR) of anatomical joints is required for many researc...
A simple method is developed for robustly estimating a fixed dominant axis of rotation (AoR) of anat...
Several mathematic methods for locating the instantaneous center of rotation of a rigid body have be...
Accurate determination of joint axes is essential for understanding musculoskeletal function. Whilst...
Functional methods usually allow for a flexible and accurate representation of joint kinematics and ...
In prosthetics and orthotics design, it is sometimes necessary to approximate the multiaxial motion ...
Accurate, reliable, and reproducible methods to measure the movements of human joints have been elus...
Axes of rotation e.g. at the knee, are often generated from clinical gait analysis data to be used i...
The objective of the work is to compare and improve the accuracy of existing methods for the computa...
In several applications, such as the design and setting of prostheses, orthoses and exoskeletons, an...
A correct identification of the human joint rotation axes is important in several applications, such...
In this article, a method for the experimental in-vivo characterization of the ankle kinematics is p...
new method for determining the location of the instantaneous axis of rotation during human movements...
This paper presents a new direct method for estimating the average center of rotation (CoR). An exis...
Abstract The determination of the instantaneous axis of rotation of human joints has numerous applic...
Accurate knowledge of the center of rotation (CoR) of anatomical joints is required for many researc...