Course Details
Subject {L-T-P / C} : CE6440 : Stochastic Hydrology { 3-0-0 / 3}
Subject Nature : Theory
Coordinator : Jatin Anand
Syllabus
| Module 1 : |
Module 1: Introduction to Stochastic Hydrology (7 hours)
|
Course Objective
| 1 . |
Introduce the principles of stochastic hydrology: Provide students with a foundational understanding of stochastic processes, their types, and their importance in hydrological modeling, along with an exploration of the sources of uncertainty in hydrological systems. |
| 2 . |
Develop proficiency in probability theory and random variables: Equip students with the necessary skills to understand probability concepts, random variables, and their properties, along with the ability to estimate distribution parameters and conduct goodness-of-fit tests. |
| 3 . |
Apply statistical methods to model hydrological extremes: Enable students to use probabilistic techniques, such as regional frequency analysis, to model and understand hydrological extremes, including both high and low extremes, in real-world hydrological applications. |
| 4 . |
Utilize stochastic methods for hydrological time series analysis and Markov Chains: Teach students to model and analyze stochastic time series data and apply Markov Chains in hydrological systems, focusing on state transitions and reservoir storage modeling. |
Course Outcome
| 1 . |
CO1: Demonstrate a clear understanding of various types of stochastic processes and their significance in hydrological modeling, with a focus on sources of uncertainty in hydrological processes.
|
Essential Reading
| 1 . |
C T Haan, Statistical Method in Hydrology, Macgrawhill |
| 2 . |
Bras, R.L. and Rodriguez-Iturbe, Random Functions and Hydrology, Macgrawhill |
Supplementary Reading
| 1 . |
Brockwell, P. J., and Davis, R. A., Introduction to time series and forecasting, Mcgrawhill |
| 2 . |
Clarke, R.T., Clarke, R.T., "Statistical Models in Hydrology", Mcgrawhill |



