Linked from

The 15 pages that link to Rigid body dynamics, each with the reason it gives.

• Newtonian mechanicsBroader topic: Newtonian laws extend to translation and rotation in machines and structures.

• Lagrangian mechanicsRelated: Lagrangian coordinates handle rotational degrees of freedom and constraints systematically.

• QuaternionRelated: Quaternion orientation variables can simplify the rotational state of a rigid body.

• Vehicle dynamicsNarrower topic: Vehicle models often begin by treating the body as a rigid mass with rotational motion.

• D'Alembert's principleRelated: Virtual work can express rigid-body motion while accounting for kinematic constraints.

• Rotation (geometry)Related: Its orientation changes are modeled by rotations about moving axes.

• Analytical mechanicsRelated: Euler angles and generalized coordinates simplify rotation equations for rigid bodies.

• MechanicsBroader topic: It extends particle mechanics to bodies with rotational motion and distributed mass.

• Euler's rotation theoremNarrower topic: The theorem provides a geometric foundation for describing changes in rigid-body orientation.

• Vladimir ArnoldRelated: Arnold’s geometric formulation clarified the equations governing rotating rigid bodies.

• Chasles' theoremRelated: Screw-based representations organize coupled rotation and translation in spatial dynamics.

• Sofya KovalevskayaNarrower topic: Her contribution identifies a rare solvable case within this broader mechanics problem.

• Theoretical mechanicsBroader topic: It applies mechanical equations to translation and rotation together.

• Slosh dynamicsCompared with: A rigid-liquid approximation misses the shifting mass and forces central to sloshing.

• Tennis racket theoremNarrower topic: The theorem is a specific stability result within rigid-body rotational dynamics.