Lec 60 Concept of Row of Zeros | Routh Hurwitz criteria continue
64
Lec 61 Concept of sign change occurs above and below ROZ | Routh hurwitz criteria continue
65
Lec 62 Concept of auxiliary equation | Two ROZ | Routh Hurwitz criteria
66
Lec 63 Concept of Third order system stability | Routh Hurwitz
67
Lec 64 Question discussion on Routh Hurwitz
68
Lec 65 Root Locus Diagram | Important Concept | Control Systems
69
Lec 66 Relationship between OLTP poles & zeros to CLTF poles & zeros | Root Locus | Control system
70
Lec 68 Centroid, Break point, angle of asymptote concept in Root Locus | Control system
71
Lec 69 Angle of departure | Root locus | Control system
72
Lec 70 Question discussion on Root locus | Control system
73
Lec 71 Addition of Pole and Zero into the system | Root Locus | Control System
74
Lec 72 Complimentary root locus | Inverse root locus | Control system
75
Lec 73 Introduction of Bode Plot | Control system
76
Lec 74 How to draw Bode Plot for Pole and Zero at origin | Bode Plot | Control system
77
Lec 75 Bode plot for finite pole and zero | Corner frequency | Error | Control system
78
Lec 76 Error in Bode Plot | Control System
79
Lec 77 How to get TF from Bode Plot | Control system
80
Lec 78 Question discussion on Bode Plot | Control System
81
Lec 79 Polar Plot | Introduction | Control system
82
Lec 80/81 Polar plot basics | Control System
83
Lec 83 Polar plot | Gain Margin and Phase crossover frequency
84
Lec 84 Stability from Gain-Phase plot | Polar Plot
85
Lec 86 Nyquist Plot | important GATE concept continue |Control system
86
Lec87 Nyquist Plot | Principle of Argument | Control System
87
Lec 88 Nyquist Plot | Question discussion | Control system
88
Lec 89 Compensator and Controller | Control System for GATE
89
Lec 90 Lead Compensator | Control System for GATE
90
Lec 92 Complete Lag compensator, Lead-lag, Lag-Lead Compensator
91
Lec 93 Compensator | Important Question Discussion
92
Lec 94 Introduction of Controller | Control system for GATE
93
Lec 95 Proportional, Derivative and Integral controller
94
Lec 96 Frequency Response of Second Order System
95
Lec 97 State Space Analysis | Control System for GATE
96
Lec 98 State space model for Differential Equation
97
Lec 99 State Model for Differential Equation and Transfer function | State space analysis
98
Lec 100 Controllability and Observability | State space analysis
99
Lec 101 Question Discussion on state space continue
Description:
Embark on a comprehensive journey through control systems with this extensive course designed for GATE-2022 preparation. Explore fundamental concepts, transfer functions, feedback systems, and advanced topics like root locus, Bode plots, and state space analysis. Delve into time and frequency domain analyses, stability criteria, and compensator design. Master key techniques for solving complex control system problems through numerous question discussions and practical examples. Enhance your understanding of crucial topics such as Laplace transforms, block diagrams, signal flow graphs, and various types of controllers. Benefit from in-depth explanations of important theorems, system responses, and stability analysis methods to thoroughly prepare for the GATE exam.