<--- Back to Details
First PageDocument Content
3D computer graphics / Angle / Analytic geometry / Rotation / Gyroscope / Quaternions and spatial rotation / Quaternion / Euler angles / Gimbal lock / Physics / Geometry / Classical mechanics
Date: 2013-06-19 17:26:08
3D computer graphics
Angle
Analytic geometry
Rotation
Gyroscope
Quaternions and spatial rotation
Quaternion
Euler angles
Gimbal lock
Physics
Geometry
Classical mechanics

MAV_DynamicModelV17_final.dvi

Add to Reading List

Source URL: www.kam.k.leang.com

Download Document from Source Website

File Size: 228,14 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