Electrical engineer. Preparing for IES exams. Love to study new things .

Ankush Chhikara

This course is about the stability theory  and how to find the stability of any pole on the s-plane. You will also see the rules and implementation for the Routh Hurwitz criteria.

GATE (Graduate Aptitude Test in Engineering) 2020 & 2021 complete preparation with best educators. Know about the detailed syllabus, best books, exam pattern and dates, previous year question papers a

GATE - Iconic Pro

Hindi

(Hindi) Control System: Stability and R.H Criteria

Stability Analysis

Control Systems

Electrical Engineering

GATE & ESE - EE, EC

GATE, ESE and IIT-JAM

Ace the toughest competitive and government exams in India 

Test Preparation

In this lesson we will see the criteria of the stability and its parts. And the rules to find the stability. - by Ankush Chhikara

Stability Theory: Part 1 (in Hindi)

In this part of the stability theory we will do our remaining cases for the different position of poles on the s-plane .

Stability Theory: Part 2 (in Hindi)

The routh hurwitz criteria is one of the most important topic for the GATE exam. In this lesson we will learn about the rules and cases to use routh hurwitz criteria .- by Ankush Chhikara

Routh Criteria: Theory and Rules (in Hindi)

In this lesson we will do the numericals practice for the R.H criteria - by Ankush Chhikara

Numericals for R.H Criteria (in Hindi)

This lesson is the most important lesson where we will see the questions that have a high chance to come in GATE 2018 exam so see the full lesson - by Ankush Chhikara

Important Questions from Stability and R.H Criteria (in Hindi)

Vaibhav Siwach

This course is very important from GATE perspective. I will explain here the basics and the tricks of Root Locus techniques to find the stability of the system. I will discuss it with GATE problems.

Root Locus in-depth knowledge for GATE-2019

#Gate Ranker # Mtech from JEC Jabalpur. use code " MACHINE20" to attend my Classes. I don't teach "I simply explain the topic."

Ravendra Yadav

This Course is about Module On RH Criterion For IES 2019. This course is very important for the students preparing for IES exams in electrical engineering stream.

(Hindi) Module On RH Criterion For IES 2019: ESE - Electrical Engineering

Control Engineer | Electrical and Electronics Graduate | 996th rank in KCET |

Vidhya T

In this course you will learn to find the stability of a control system using Routh stability criterion and solutions to the difficulties encountered in the criterion and relative stability of systems.

Stability in Control Systems

AFCAT 2018 (prelims)cleared | Engineering student in electronics and communications.| Keen learner and a Passionate teacher. 


Aparna Dolia

In this course, Aparna Dolia covers the time domain stability analysis. The course will be beneficial for Engineering students and GATE aspirants.

Time Domain Stability Analysis

MTech (Systems and Control) from IIT Roorkee | GATE 2017 score of 740 | 9.5+ GPA  |  Researcher and an aspiring professor.

Mahathi Anand

This course is the chapter 3 of Control Systems and discusses in detail the concept of stability, namely the pole-zero stability concept and Routh Hurwitz criterion. 
A lot of problems are solved for students to be comfortable with the concept. This course is specifically curated taking into consideration the needs of GATE aspirants. 
In addition, a tutorial class is taken to help students understand concepts by simulating the concepts learnt using MATLAB.

Stability Analysis: Control Systems

In this course we will be discussing about the time response in the control systems and we will see the conditions of first order as well as second order with different types of input.

Lessons

5 lessons • 53m

Invalid Date

NaN

Stability Theory: Part 1 (in Hindi)

Invalid Date

NaN

Stability Theory: Part 2 (in Hindi)

Invalid Date

NaN

Routh Criteria: Theory and Rules (in Hindi)

Invalid Date

NaN

Numericals for R.H Criteria (in Hindi)

Invalid Date

NaN

Important Questions from Stability and R.H Criteria (in Hindi)