<--- Back to Details
First PageDocument Content
Mathematics / Rotational symmetry / Rigid bodies / Kinematics / Mechanics / Rotation group SO / Screw theory / Rotation matrix / Lie algebra / Geometry / Physics / Lie groups
Date: 2003-12-15 21:11:58
Mathematics
Rotational symmetry
Rigid bodies
Kinematics
Mechanics
Rotation group SO
Screw theory
Rotation matrix
Lie algebra
Geometry
Physics
Lie groups

Add to Reading List

Source URL: www.nato-us.org

Download Document from Source Website

File Size: 211,32 KB

Share Document on Facebook

Similar Documents

Physics / Engineering / Mechanics / Robot control / Classical mechanics / Rotational symmetry / Aircraft instruments / Theory of relativity / Humanoid robot / Robotics / Kalman filter / Inverted pendulum

Humanoid Flexibility Deformation Can Be Efficiently Estimated Using Only Inertial Measurement Units and Contact Information Mehdi Benallegue1,2 and Florent Lamiraux1,2 Abstract— Most robots are today controlled as bein

DocID: 1rtM3 - View Document

Rigid bodies / Mathematical analysis / Rigid body dynamics / Rotational symmetry / Mechanics / Physics

Dynamic Delta Modeling∗ Michiel Helvensteijn CWI, Amsterdam Leiden University The Netherlands

DocID: 1rlhB - View Document

Trapped surface / Theoretical physics / Atomic physics / Rotational symmetry / Physics

Stability of marginally outer trapped surfaces and applications

DocID: 1rjkB - View Document

Physics / Atomic physics / Spintronics / Quantum field theory / Rotational symmetry / Physical quantities / Spin / Resonance / Electron / Dirac equation / Wave function / Magnetic moment

Microsoft PowerPoint - Adv_AP_3

DocID: 1rhz9 - View Document

Physics / Quantum mechanics / Atomic physics / Nuclear magnetic resonance / Physical quantities / Rotational symmetry / Emerging technologies / Electron paramagnetic resonance / Quantum computing / J-coupling / Spin / Relaxation

PHYSICAL REVIEW B 69, 073302 共2004兲 Nuclear spin relaxation probed by a single quantum dot A. K. Hu¨ttel,1 J. Weber,1 A. W. Holleitner,1 D. Weinmann,2 K. Eberl,3 and R. H. Blick1,4 1

DocID: 1rhsD - View Document