Pages that link to "Item:Q684419"
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The following pages link to Geometric phases in the motion of rigid bodies (Q684419):
Displaying 15 items.
- How to control Chaplygin's sphere using rotors (Q691236) (← links)
- An elementary derivation of the Montgomery phase formula for the Euler top (Q983127) (← links)
- The tennis racket effect in a three-dimensional rigid body (Q1686740) (← links)
- Moving discrete curve and geometric phase (Q1967867) (← links)
- Closed rotation sequences (Q2340412) (← links)
- Geometric conditions for the existence of a rolling without twisting or slipping (Q2391366) (← links)
- Andoyer's variables and phases in the free rigid body (Q2514325) (← links)
- Twisting somersault (Q2826312) (← links)
- Rolling of a body on a plane or a sphere: a geometric point of view (Q3158798) (← links)
- (Q4889125) (← links)
- Geometrical aspects of rapid vibrations and rotations (Q4993433) (← links)
- Signatures of physical constraints in rotating rigid bodies (Q6110043) (← links)
- How to control the Chaplygin sphere using rotors (Q6654726) (← links)
- Rolling of a rigid body without slipping and spinning: kinematics and dynamics (Q6654775) (← links)
- Rolling bodies with regular surface: controllability theory and applications (Q6655570) (← links)