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Dynamics Of Rigid Bodies2D

Kinematics of Rigid Bodies - Theory & Concepts - Rigid Body Translation

Analysis of the motion of solid bodies where distances between any two points remain constant, including translation, rotation, and general plane motion.

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Rigid Body Translation & Rotation

Motion Control

Kinematics Equation Solver

Governing Principle:

In translation, all lines in the body remain parallel. Thus:

vA=vBandaA=aB\mathbf{v}_A = \mathbf{v}_B \quad \text{and} \quad \mathbf{a}_A = \mathbf{a}_B
Live Values:
Point A
v: 96.0 m/s
a: 0.0 m/s²
Point B
v: 96.0 m/s
a: 0.0 m/s²
✓ Verified: Point A and Point B have identical motion vectors.
Rigid Body Motion Trajectory WorkspaceABv_Av_B
Velocity at A (v_A)
Velocity at B (v_B)
Acceleration (a_A)
Acceleration (a_B)

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