#179 Expression for PEAK OVERSHOOT in second order system with unit step response || EC Academy

preview_player
Показать описание
In this lecture we will understand the Expression for PEAK OVERSHOOT in second order system with unit step response.

Follow EC Academy on
  1. EC Academy
  2. Peak Overshoot
  3. Control system Engineering
  4. Maximum Peak Overshoot
  5. Second Order System
  6. Unit Step Input
Рекомендации по теме
#179 Expression for 0:05:36

#179 Expression for PEAK OVERSHOOT in second order system with unit step response || EC Academy

Expression for Peak 0:10:30

Expression for Peak overshoot and Settling time in Time domain specifications

#178 Expression for 0:07:34

#178 Expression for PEAK TIME in second order system with unit step response || EC Academy

Derivation of peak 0:11:28

Derivation of peak overshoot

L-10 || Derivations 0:09:38

L-10 || Derivations of Settling Time & Maximum Peak Overshoot || Time Response Analysis

DERIVATION OF PEAK 0:14:10

DERIVATION OF PEAK OVERSHOOT or MAXIMUM OVERSHOOT (Mp) |TIME DOMAIN SPECIFICATIONS| Control Systems

Derive Peak Overshoot 0:04:42

Derive Peak Overshoot Mp | % Mp | Maximum Overshoot | Control System Theory

Derivation of Formulas 0:24:53

Derivation of Formulas for Peak Time and Overshoot of Step Response - Control System Lectures

Overshoot and Return 0:00:57

Overshoot and Return

Lec 31 CS: 0:11:03

Lec 31 CS: Expression for Peak Overshoot and Settling Time

Peak overshoot and 0:15:13

Peak overshoot and settling time of a second order Underdamped system

Derivation of peak 0:09:02

Derivation of peak overshoot | Transient specification | Derivation | Control System | Mathspedia |

Problems on Time 0:21:03

Problems on Time Response Analysis,Part 3, peak overshoot, finding gain constant K

Maximum Overshoot or 0:07:00

Maximum Overshoot or Peak Overshoot(Mp)

Peak overshoot of 0:00:27

Peak overshoot of second-order system |Control system | TRB Polytechnic EEE - 2017@pbeee2417

Peak Overshoot of 0:08:02

Peak Overshoot of Second Order System: Basics, Definition, and Derivation

Transient Response of 0:11:47

Transient Response of Dynamical Systems: Peak Time, Rise Time, Settling Time and Overshoot

Peak Time and 0:24:39

Peak Time and Maximum Overshoot Calculation of Second Order System | Derivation

Second order system 0:08:29

Second order system numerical | Control System | Engineering |Mathspedia |

#177 Expression for 0:05:06

#177 Expression for RISE TIME in second order system with unit step response || EC Academy

LCS:29. Maximum peak 0:06:10

LCS:29. Maximum peak overshoot derivation for underdamped second order system for unit step input

LCS 21 - 0:21:34

LCS 21 - Overshoot, peak time, rise time and settling time for second order systems

Time Domain Response 0:28:55

Time Domain Response 2nd order calculation of rise, peak, overshoot and settling time...

Time response Specifications 0:15:51

Time response Specifications | Peak overshoot, Settling time,Time period | Control systems | Lec-26

Комментарии
Автор

The negaive has to be multipled with 1 as well right? 3:34

bharathsreekumar