<--- Back to Details
First PageDocument Content
Angle / Orientation / Rotational symmetry / 3D computer graphics / Matrices / Euler angles / Rotation formalisms in three dimensions / Rotation matrix / Axisangle representation / Davenport chained rotations / Rotation group SO / Quaternions and spatial rotation
Date: 2015-07-27 06:53:33
Angle
Orientation
Rotational symmetry
3D computer graphics
Matrices
Euler angles
Rotation formalisms in three dimensions
Rotation matrix
Axisangle representation
Davenport chained rotations
Rotation group SO
Quaternions and spatial rotation

Fused Angles: A Representation of Body Orientation for Balance

Add to Reading List

Source URL: www.ais.uni-bonn.de

Download Document from Source Website

File Size: 608,61 KB

Share Document on Facebook

Similar Documents

Geometry / Physics / Analytic geometry / Space / Rigid bodies / Classical mechanics / Aircraft instruments / Rotational symmetry / Inertial measurement unit / Euler angles / Kinematics / Rigid body dynamics

IMU-Based Joint Angle Measurement for Gait Analysis

DocID: 1qe6l - View Document

Orientation / Angle / Rigid bodies / 3D computer graphics / Euclidean geometry / Inertial measurement unit / Gyroscope / Yaw / Quaternions and spatial rotation / Rotation matrix / Kalman filter / Euler angles

Robust Sensor Fusion for Robot Attitude Estimation

DocID: 1pzlc - View Document

1X / Euler angles / Extensible Storage Engine / Column / Quaternion

CHAMP Doc.: CH-GFZ-FD-001

DocID: 1pjAn - View Document

Fourier analysis / Rotational symmetry / Integral transforms / Mathematical physics / Lie groups / Fourier transform / Euler angles / Rotation group SO / Net / Wigner D-matrix

SOFT: SO(3) Fourier Transforms Peter J. Kostelec and Daniel N. Rockmore∗ September 16, 2007 SOFT, version 2.0, is a collection of C routines which compute the discrete Fourier transforms of functions

DocID: 1p1Ua - View Document

Angle / Orientation / Rotational symmetry / 3D computer graphics / Matrices / Euler angles / Rotation formalisms in three dimensions / Rotation matrix / Axisangle representation / Davenport chained rotations / Rotation group SO / Quaternions and spatial rotation

Fused Angles: A Representation of Body Orientation for Balance

DocID: 1oTGR - View Document