Introduction to System Dynamics Modeling free videos and free material uploaded by Indian Institute of Technology Bombay (IIT Bombay). This session contains about Introduction to System Dynamics Modeling Updated syllabus , Lecture notes , videos , MCQ , Privious Question papers and Toppers Training Provided Training of this course. If Material not uploaded check another subject
Introduction to Systems Thinking.
Systems Thinking and System Dynamics.
Causal Loop Diagram (CLD).
Guidelines to build CLD-I.
Guidelines to build CLD-II.
Guidelines to build CLD-III.
Examples of CLD.
Study Traffic Congestion using CLD-I.
Study Traffic Congestion using CLD-II.
Stock & Flow Diagram Brief History.
Stock & Flow Diagram: Basics-I.
Stock & Flow Diagram: Basics-II.
Stock & Flow Diagram: Basics-III.
Graphical Integration.
Patterns of Behaviour: Types.
Dynamics of Positive Feedback systems.
Doubling Time in Positive Feedback systems.
Introduction to Modeling using Vensim software.
Dynamics of Negative Feedback system: Introduction.
Dynamics of Negative Feedback System: Modelling in Vensim.
Negative Feedback Loop: Analytical equation.
Dynamics of Negative Feedback System: Extension of Model.
Zero-Value Goal system, Positive and Negative Loop Systems.
Dynamic of Simple Structures: S-Shaped Growth limited by Capacity.
Dynamic of Simple Structures: S-Shaped Growth- Conversion of CLD to SFD.
Dynamic of Simple Structures: S-Shaped Growth- Customisation in Vensim.
Dynamic of Simple Structures: Extension of model to include death rate.
Dynamic of Simple Structures: Examples of systems exhibiting S-shaped growth.
COURSE OUTLINE: This course will introduce students to systems thinking and system dynamics (SD) methodology, to model, simulate, analyze, understand and discuss complex issues. SD focuses on the structure and dynamic behavior of systems composed of interacting feedback loops. The system structure is captured using causal loop diagrams (CLDs) or stock-flow diagrams (SFDs). This course will introduce model- building using CLDs and SFDs notations. Examples and scenarios will be drawn from various business, social, economic, environmental and ecological systems.
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