Index
Go to:
- Index
- Software Used
- The lab
- The (old) Webinars
Foreseen Schedule (up to Easter)
(boldface dates are those with definitive material, I or directly written in Italian in for Italian, unspecified for English. All slides are in English)
To understand better what is below:
- A storyboard is a summary, usually in Italian, of the lecture
- A whiteboard is an explanation of a particular topic made on the whiteboard (using Notability on the iPad)
- Slides are commented in English (since 2021)
- Additional information (only for the brave or the curious) and references are in italics
Here I introduced the class. Its learning by doing philosophy (altered by the necessity due to COVID-19 times that impose to do first the all the theoretical parts and subsequently all the practical parts hoping that they can be done in presence).
- The real start
- Prerequistes (Vimeo 2023)
- The Topics Vimeo2023 II)
- (from a general point of view) (Vimeo Video 2020, Vimeo 2021, Vimeo2022)
- Methods (Vimeo2023 III)
- How you will be graded (Vimeo2023)
In this first part we deal with the geometrical (differential) characteristics of the topography. Elevations, slopes, curvatures. They will be necessary later to extract the river network and the parts of a catchment.
In this class we define also what the drainage directions are and how they are computed in the case of DEMs (a topography discretized over a regular grid). From drainage directions are determined the total contributing areas in each point of a DEM. These two characteristics are eventually used to determine the channels head and extract the river network. In turn, the extraction of the channel network allows for the extraction of hillslope and a first definition of the Hydrologic Response Units (HRU).
- Introduction to Geomorphometry I (Storyboard 2020 della lezione, I):
- A little of vocabulary (Vimeo 2021)
- DEMs sources (from Wikipedia) Vimeo2023
- Slides. Local and other sources of data:
- Provincia di Trento
- Provincia di Bolzano
- Geoportale Nazionale
- A short Vimeo Video (2021, 2022)
- A short YouTubeVideo (2020)
2023-03-02
- The basics of DEM analysis (Vimeo 2023 - Part I, Vimeo_2023-Part II, Curvatures)
- Vimeo 2022 part I, Vimeo 2022, part II, Vimeo2021, YouTube video 2019,YouTube2020, Sintesi in Italiano 2020
- Hydrogeomorphology: the derived quantities, drainage directions and contributing areas (Vimeo 2023)
- (Vimeo 2022, Vimeo2021, YouTube video 2019,YouTube2020, Sintesi in Italiano 2020)
- On the estimation of tangential stresses in a curved topography (Whiteboard 2020)
- References for who wants to go deeper
- Peckham, R. J., and G. Jordan. 2007. Digital Terrain Modelling: Development and Applications in a Policy Support Environment. Edited by Robert Joseph Peckham and Gyozo Jordan. New York: Springer, Berlin, Heidelberg. Lecture Notes In Geoinformation and Cartography.
- A Storyboard Italian regarding the geomorphic laws
2023-03-06
- Where do channels begin: Extracting channels and hillslope (Vimeo 2023)
- (Vimeo2022)
- Old classes: YouTubeVideo 2020 b, Sintesi in Italiano 2020
- Old a little different but useful material: extracting the hillslope (YouTube Video 2019,YouTube2020)
- A brief overview about geomorphic laws regarding the river networks and catchments (Vimeo2022).
- Old Classes: Vimeo 2021
- Additional information and references
- Part of the above but presented in a different way. Topological classification of catchments elements:
- Horton-Strahler Ordering (Whiteboard2020);
- Pfafstetter (Whiteboard2020; an alternative presentation here) and
- other ordering schemes (Whiteboard 2020 here).
- Rigon, Riccardo, Ignacio Rodriguez-Iturbe, Amos Maritan, Achille Giacometti, David G. Tarboton, and Andrea Rinaldo. 1996. “On Hack’s Law.” Water Resources Research 32 (11): 3367–74.
- Detecting the human landscape (please try to read and summarize the main concepts): Cao, Wenfang, Giulia Sofia, and Paolo Tarolli. 2020. “Geomorphometric Characterisation of Natural and Anthropogenic Land Covers.” Progress in Earth and Planetary Science 7 (1): 2.
- Other references:
- Older classes in Italian
- Geomorphology with References
- Various information from the AboutHydrology Blog
- R.Rigon, E. Ghesla, C. Tiso and A. Cozzini, The Horton Machine, pg. viii, 136, ISBN 10:88-8443-147-6, University of Trento, 2006
- W. Abera, A. Antonello, S. Franceschi, G. Formetta, R Rigon , "The uDig Spatial Toolbox for hydro-geomorphic analysis" in Geomorphological Techniques, v. 4, n. 1 (2014), p. 1-19
Q&A -
This lecture, assuming that now you have at least the concepts of what a catchment is and theoretically you know how to extract it and subdivide it in parts, deals with the data to feed catchments hydrology models. Because catchments have a spatial distribution, then also the driving data must be distributed. We need therefore methods of interpolation.
- Getting the sense of what we are doing (Vimeo2022)
- Hydrological data (Storyboard2020 in Italian)
- To which data are we interested in and where can we find them ? (In English)
- Ground data and their interpolation
- Vimeo2022, Vimeo 2021, Zoom2020
- Thiessen Polygons (Storyboard2020 in Italian)
- Inverse distance Weighting (Storyboard 2020 in Italian)
- Introduction to Kriging Theory:
- Summary (Vimeo 2021, Vimeo2022)
- Building the system to solve ( Storyboard 2020),
- the Kriging's equations (Vimeo2023)
2023-03-09 - Interpolations part II.
In this class we try to understand how to estimate the errors over the estimates. Besides we introduce a method (the Normal Score) to avoid to obtain negative values when positive interpolated values are required.
- Catching the errors of estimates (Vimeo2023)
- Flow chart and Various types of Kriging (Storyboard in Italian 2020, Zoom2020)
- The Normal score (Vimeo2023)
- Some tools available in OMS3 (Vimeo2022)
- Additional material:
- References:
- Marialaura Bancheri, Francesco Serafin, Michele Bottazzi, Wuletawu Abera, Giuseppe Formetta, and Riccardo Rigon, The design, deployment, and testing of kriging models in GEOframe with SIK-0.9.8, Geosci. Model Dev., 11, 2189–2207, 2018 https://doi.org/10.5194/gmd-11-2189-2018
- Andràs Bardossy, Introduction to Geostatistics, year unknown.
- Goovaerts, P. (1997). Geostatistics for Natural Resources Evaluation (pp. 1–488). New York : Oxford University Press.
- P.K. Kitanidis, Introduction to GEOstatistics, 1997 https://doi.org/10.1017/CBO9780511626166
- Mitas, Lubos, and Helena Mitasova. 1999. “Spatial Interpolation.” Geographical Information Systems: Principles, Techniques, Management and Applications 1 (2). http://citeseerx.ist.psu.edu/viewdoc/download?doi=10.1.1.224.5959&rep=rep1&type=pdf.
- G. Raspa, Dispense di Geostatistica Applicata, Università di Roma 3, 2010
Q&A -
Spatial Interpolation (Vimeo2023)
The title is self-explanatory. A theoretical approach to modelling is necessary because we have to frame properly our action when we jump from the laws of physics to the laws of hydrology. Making hydrology we do not have to forget physics but for getting usable models we have to do appropriate simplifications and distorsions. The type of model we will use in the course are those in the tradition are called lumped models. Here we also introduce a graphical tool to represent these models.
Hydrological Models
- Hydrological models (Vimeo2023)
- Vimeo2022, Vimeo2021
- Older versions: What are models in Hydrology (YouTube2020, Zoom2020-I, A summary I, English version here)
2023-03-13 - Hydrological Models - II
- Integral Distributed Model or Hydrological Dynamical Systems, HDSys (Vimeo2023)
- The representation of Hydrological Dynamical System (Vimeo2023)
2023-03-16
- Again on models (Vimeo2023)
- Digital eArth Twins of Hydrology (Vimeo2023)
- Exploiting new ways to software (Vimeo2023)
- Seven Steps in Modelling I-III Overall Analysis,, Geomorphology, The Data (Vimeo2023)
- (Vimeo2022)
- 4 - Modelling setup, Calibration/Validation
- 5-6-7 Executing, Delivery of the results , Preparing for Open Science
- A final view on Hydrological Dynamical Systems and their application to catchments.
- Hypothesis testing in Hydrological Modelling with HDSys (At the whiteboard)
2023-03-20
- Seven Steps V-VI-VII (Vimeo2023)
- Further readings: a blogpost from EGU
Once we have grasped the main general (and generic) ideas, we try to draw the simplest systems. They turn out to be analytically solvable, and we derive their solutions carefully. From the group of linear systems springs out the Nash model, whose derivation is performed. Obviously, it remains the problem to understand how much the models can describe "reality". However, this an issue we leave for future investigations.
- The very simplest linear system (Vimeo2023)
- Vimeo 2022, Vimeo2021
- Derivation of the solution of the linear reservoir
- Same derivation as above but from a different source and treated in a general way
- Getting new features to the linear systems (Vimeo2023)
2023-03-23 -
- Summarizing the previous class results at the blackboard(Vimeo2022)
- The Nash model (Vimeo2023)
- Vimeo 2022, Vimeo2021
- A trick for doing the double integration in the Nash Hydrograph derivation (Blackboard2023, Blackboard2022, Vimeo Whiteboard 2021)
We introduced previously without very much digging into it the concept of Instantaneous Unit Hydrograph. Here we explain more deeply its properties, Then we observe that there are issues related to the partition of fluxes and we discuss some simple models for obtaining them. Not rocket science here. The concept that we need those tools is more important than the tools themselves. We also observe that linearity is not satisfactory and we give a reference to many non linear models. Finally we discuss an implementation of some of the discussed concepts in the System GEOframe.
- The storyboard
- The IUH classic (Vimeo2023)
- Summarizing the previous class (Vimeo2022)
- The issue of runoff generation,
2023-03-30
- the Hymod model (Vimeo2023)
- ERM-I (Vimeo2023)
- Vime2022
- In Italian: Vimeo2021-I, Vimeo2021-II
- ERM-II (Vimeo2023)
- Vime2022
- In Italian: Vimeo2021-I, Vimeo2021-II
- Simplified snow models (Vimeo2023)
2023-04-06
- A summary of previous lectures
- MaRRmot survey of models (Vimeo 2022)
- A little about models calibration
Travel Time, Residence Time and Response Time
Here below we started a little series of lectures about a statistical way of seeing water movements in catchments. This view has a long history but recently had a closure with the work of Rinaldo, Botter and coworkers. Here it is presented an alternative vie to their concepts. Some passages could be of some difficulty but the gain in understanding the processes of fluxes formation at catchment scale is, in my view, of great value and deserves some effort. The way of thinking is the following: a) the overall catchments fluxes are the sum of the movements of many small water volumes (molecules); b) the water of molecules can be seen through 3 distributions: the travel time distribution, the residence time distribution and the response time distributions; c) the relationships between these distributions are revealed; d) the relation of these distributions with the the treatment of the catchments made through ordinary differential equations is obtained through the definition of age ranked distributions; e) The theory this developed is a generalizations of the unit hydrograph theory.
- The view of the catchment as the statistics of elementary water volumes moving stochastically, a storyboard
- Travel Time, Residence Times (Vimeo2022)
- A summary (Vimeo 2022)
- A short note about past and future (Vimeo2022)
- Vimeo 2021-Ita, Vimeo 2021-Eng
- Some discussion (In English)
2023-04-20
- Response Times (Vimeo 2023)
- Pollutants, Tracers, Nutrients Transport (Vimeo2023)
- Partitioning the outputs (Vimeo2023)
- Q&A - A student asks and I respond on travel times (in Italian)
- Q&A - Another session of explanations
- Klicker session on Travel times, Residence Time, etc. (List of questions and answers by students, Zoom2020)
- Rigon, R., M. Bancheri, and T. R. Green. 2016. “Age-Ranked Hydrological Budgets and a Travel Time Description of Catchment Hydrology.” Hydrology and Earth System Sciences. https://hess.copernicus.org/articles/20/4929/2016/.
- Rigon, Riccardo, and Marialaura Bancheri. 2021. “On the Relations between the Hydrological Dynamical Systems of Water Budget, Travel Time, Response Time and Tracer Concentrations.” Hydrological Processes 35 (1). https://doi.org/10.1002/hyp.14007.
Digressions I - A Glimpse on distributed process-based models
Digressions II - Radiation - After all radiation moves it all.
- Radiation (YouTube 2017).
- The Sun (YouTube 2017)
- Stefan-Boltzmann law and radiation spectrum (YouTube 2017, Vimeo2021)
- Sun to Earth (YouTube 2017)
- Coping with latitude and longitude (YouTube 2017,Vimeo2021)
- Atmospheric Absorptions (YouTube 2017,Vimeo2021)
- Clouds (YouTube 2017,Vimeo2021)
- Coping with terrain (YouTube 2017,Vimeo2021)
- Long wave radiation (YouTube 2017, Vimeo2021)
- Table of symbols
- Readings:
- Corripio, J. G. (2002). Modelling the energy balance of high altitude glacierised basins in the Central Andes. Ph.D Dissertation, 1–175.
- Corripio, J. G. (2003). Vectorial algebra algorithms for calculating terrain parameters from DEMs and solar radiation modelling in mountainous terrain. Int. J. Geographical Information Science, 17(1), 1–23.
- Formetta, G., Rigon, R., Chávez, J. L., & David O. (2013). Modeling shortwave solar radiation using the JGrass-NewAge system. Geoscientific Model Development, 6(4), 915–928. http://doi.org/10.5194/gmd-6-915-2013
- Formetta, G., Bancheri, M., David, O., & Rigon, R. (2016). Performance of site-specific parameterizations of longwave radiation. Hydrology and Earth System Sciences, 20(11), 4641–4654. http://doi.org/10.5194/hess-20-4641-2016
- Various material from the AboutHydrology blog
- Q&A - Some questions on radiation, your answers and my comments.
Digressions III
- Equations for disease spreading (Out of schedule)
- An unexpected candid way (for naive people like me) to model Covid-19 spreading (Whiteboard2020, Zoom2020)
- But look how it is a more informed model s.
- Examples of Applications:
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