2009
DOI: 10.1299/jamdsm.3.299
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Forearm Trajectory Measurement during Pitching Motion using an Elbow-mounted Sensor

Abstract: This paper describes a measurement method of three-dimensional (3D) forearm movement during pitching motion using an elbow-mounted sensor (3D sensor). The 3D sensor comprises accelerometers of two kinds with dynamic range of 4 [G] and 100 [G], and two kinds of gyroscopes with dynamic range of 300 [deg/s] and 4000 [deg/s], respectively, because the sensors used in measurement of sports activities require a wide dynamic range. The 3D sensor, attached on the forearm, measures 3D acceleration and angular velocity.… Show more

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Cited by 11 publications
(7 citation statements)
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“…Coefficient of correlation and root mean square error were calculated to evaluate the accuracy of the sensor. Different from previous study [5] [6], our sensor did not use any filters or make assumption about their posture during motion. Therefore it does not depend on a specific motion, or well organized environment.…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…Coefficient of correlation and root mean square error were calculated to evaluate the accuracy of the sensor. Different from previous study [5] [6], our sensor did not use any filters or make assumption about their posture during motion. Therefore it does not depend on a specific motion, or well organized environment.…”
Section: Discussionmentioning
confidence: 99%
“…Related to a gyroscope sensor, Sagawa, K. et al successfully recorded human pitching motion with modification of the recorded data by assuming the fixed start and end postures [5]. They could record very quick motion, but their assumption cannot be applicable to continuous daily motions.…”
Section: Introductionmentioning
confidence: 99%
“…Error can even become negligible when CoM global trajectories are used solely to support the interpretation of other estimated variables, as is done for external force estimates during ski racing [ 75 ]. Six possible approaches have been proposed to derive known reference positions: subtracting the linear trend line over the analysed time period from the Euler angles [ 41 ] assuming that the mean value is constant for cyclic events, to derive vertical CoM excursion from peak to peak values within each cycle (while running on a track [ 295 ] or on a treadmill [ 155 ]) defining a body model and measuring body segment orientation with respect to a reference to obtain vertical and horizontal CoM displacements (with respect to the skis at take-off during ski jumping [ 88 ], with respect to the ground during a golf swing [ 238 ] and with respect to a Global Navigation Satellite System (GNSS) antenna placed over the head during alpine skiing [ 122 ]) starting and ending the movement in known positions, to obtain shoulder, elbow and wrist [ 185 ], and solely elbow trajectories [ 267 ] during baseball pitching through data fusion with GPS based position estimates, which simultaneously compensates for short-term GPS outages (during outdoor activities such as snowboarding [ 333 ]) fusing the velocity of a root point (integral of a pelvic sensor acceleration) with the velocity estimated from the lower limb kinematics at ground contact [ 40 , 335 ]. …”
Section: Trendsmentioning
confidence: 99%
“…where R( 1 ω, θ) is an equivalent rotation matrix that rotates E n by the angle θ around angular velocity vector 1 ω (Sagawa et al, 2009). …”
Section: Estimation Of Orientation Matrixmentioning
confidence: 99%