<--- Back to Details
First PageDocument Content
Ordinary differential equations / Control theory / Electronic design / Amplifiers / Signal processing / Damping / Transient response / Phase-locked loop / Settling time / Electronic engineering / Electronics / Electrical engineering
Date: 2010-05-24 19:19:23
Ordinary differential equations
Control theory
Electronic design
Amplifiers
Signal processing
Damping
Transient response
Phase-locked loop
Settling time
Electronic engineering
Electronics
Electrical engineering

Optimal Phase Margin for Minimal Settling Time A(s ) = ωu s

Add to Reading List

Source URL: www.circuitsage.com

Download Document from Source Website

File Size: 40,35 KB

Share Document on Facebook

Similar Documents

Third Call for Papers  TOPICS 21st International Conference on System Theory, Control and

Third Call for Papers TOPICS 21st International Conference on System Theory, Control and

DocID: 1vrw3 - View Document

A Dynamic Field Theory Based Pilot Model To Control Aircraft Pitch Attitudes Yasin Kaygusuz () TAI,	Turkish	Aerospace	Industries,	Fethiye	Mah.,	Havacılık	blv.	No17,	Akıncı,	Kazan	06980,	Ankara,	Tu

A Dynamic Field Theory Based Pilot Model To Control Aircraft Pitch Attitudes Yasin Kaygusuz () TAI, Turkish Aerospace Industries, Fethiye Mah., Havacılık blv. No17, Akıncı, Kazan 06980, Ankara, Tu

DocID: 1vmTp - View Document

New Mathematical Tools in Reach Control Theory  by Melkior Ornik

New Mathematical Tools in Reach Control Theory by Melkior Ornik

DocID: 1vm3Q - View Document

IMPLICIT DISCRETIZATION IN SLIDING-MODE CONTROL: THEORY AND EXPERIMENTS  IMPLICIT DISCRETIZATION IN SLIDING-MODE CONTROL: THEORY AND EXPERIMENTS Bernard Brogliato, INRIA Grenoble

IMPLICIT DISCRETIZATION IN SLIDING-MODE CONTROL: THEORY AND EXPERIMENTS IMPLICIT DISCRETIZATION IN SLIDING-MODE CONTROL: THEORY AND EXPERIMENTS Bernard Brogliato, INRIA Grenoble

DocID: 1v4sN - View Document

References  Summer School on Time Delay Equations and Control Theory Dobbiaco, June 25–

References Summer School on Time Delay Equations and Control Theory Dobbiaco, June 25–

DocID: 1uZZa - View Document