Control theory

Impulse vector

An impulse vector is a mathematical tool to graphically design and analyze input shapers that could suppress residual vibration. The impulse vector can be applied for both undamped and underdamped systems, and for both positive and negative impulses in a unified way. The impulse vector makes it easy to obtain impulse time and magnitude of the input shaper graphically. A vector concept for an input shaper was first introduced by W. Singhose for undamped systems with positive impulses, and an impulse vector was first introduced by C.-G. Kang to generalize Singhose idea to underdamped systems with positive and negative impulses. (Wikipedia).

Impulse vector
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Related pages

Input shaping | Vibration | Distributive property | Associative property | Polar coordinate system | Damping | Dirac delta function | Commutative property | Rise time | Transfer function | Periodic function | Vector (mathematics and physics) | Robust control | Impulse response