Learn · Advanced process dynamics
Lecture 51 of 60week-11
Lecture 51: Analysis of dynamics of discrete-time systems
Prof. Parag A. Deshpande · IIT Kharagpur
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All the lectures
- Lecture 01: Introduction and motivation
- Lecture 02: Dynamics of linear first order autonomous systems
- Lecture 03: Dynamics of linear first order autonomous systems continued
- Lecture 04: Lumped parameter analysis of cooling of a body
- Lecture 05: Lumped parameter analysis of cooling of a body continued
- Lecture 06: Introduction to higher order systems
- Lecture 07: Phase plane analysis of linear autonomous second order systems
- Lecture 08: Phase plane analysis of linear autonomous second order systems continued
- Lecture 09: Analysis of a free spring-mass system
- Lecture 10: Analysis of a free spring-mass system continued...
- Lecture 11: Dynamics of non-autonomous systems
- Lecture 12: Similarity solution for non-autonomous higher order dynamics
- Lecture 13: Similarity solution for non-autonomous higher order dynamics continued
- Lecture 14: Analysis of a forced spring-mass system
- Lecture 15: Analysis of a forced spring-mass system continued
- Lecture 16: Phase portraits of linear autonomous systems of order three and higher
- Lecture 17: Phase portraits of linear autonomous systems of order three and higher continued...
- Lecture 18: Analysis of complex reaction systems
- Lecture 19: Analysis of complex reaction systems continued...
- Lecture 20: Analysis of complex reaction systems continued...
- Lecture 21: Introduction to non-linear systems
- Lecture 22: Logistic population growth model
- Lecture 23: Logistic population growth model continued...
- Lecture 24: Logistic population growth with harvesting
- Lecture 25: Logistic population growth with harvesting continued...
- Lecture 26: Logistic population growth with threshold population
- Lecture 27: Logistic population growth with threshold population continued...
- Lecture 28: Analysis of population dynamics in discrete domain
- Lecture 29: Analysis of fixed points and bifurcation in discrete domain
- Lecture 30: Analysis of fixed points and bifurcation in discrete domain continued...
- Lecture 31: More on bifurcations in non-linear systems
- Lecture 32: Non-linear systems in higher dimensions
- Lecture 33: Reactor stability analysis
- Lecture 34: Reactor stability analysis continued...
- Lecture 35: Reactor stability analysis continued...
- Lecture 36: Analysis of infectious disease dynamics
- Lecture 37: Analysis of infectious disease dynamics continued...
- Lecture 38: Analysis of infectious disease dynamics continued...
- Lecture 39: Analysis of atmosphere dynamics using Lorenz equations
- Lecture 40: Analysis of atmosphere dynamics using Lorenz equations continued...
- Lecture 41: Analysis of system dynamics in transform domain
- Lecture 42: Analysis of first order system subjected to ideal forcing functions
- Lecture 43: Analysis of first order system subjected to ideal forcing functions continued...
- Lecture 44: Analysis of response of second order systems
- Lecture 45: Analysis of response of second order systems continued...
- Lecture 46: Analysis of (p,q) order systems
- Lecture 47: Analysis of (p,q) order systems continued...
- Lecture 48: Analysis of multiple input - multiple output systems
- Lecture 49: Block diagrams and inter-conversion of state-space and transform domain models
- Lecture 50: Analysis of inverse response systems
- Lecture 51: Analysis of dynamics of discrete-time systems
- Lecture 52: Sampling and reconstruction of continuous signals
- Lecture 53: Conversion of continuous models to discrete-time models
- Lecture 54: Introduction to z-transforms
- Lecture 55: z-transforms continued
- Lecture 56: Response of discrete-time systems
- Lecture 57: Response of discrete-time systems continued...
- Lecture 58: Response of discrete-time systems continued...
- Lecture 59: Stability analysis in transform domain
- Lecture 60: Review of the course