Instructors: Cecilia Bitz
The atmosphere is part
of a complex system that is often best investigated with models.
Atmospheric models offer the opportunity to probe real phenomena, and
models can be used as a learning tool to explore ideas though "what if"
experimentation. This course will provide an overview of what weather
and climate models entail, and how these models are used in the
atmospheric sciences. Students will learn to run state-of-the-art
models used for research in the atmospheric sciences. The course will
cover techniques to visualize and analyze atmospheric phenomena.
Students will be introduced to numerical methods and high-performance
computing. Prerequisite: MATH 124-126, PHYS 121-122, and ONE of the
following ATMS 101,111,211,301; ASTR 150,321; or ESS 201.
The
objective for this course are to teach how weather and climate models
are
applied to solving problems in atmospheric sciences.
To teach
modeling and visualization of model output as resources for
professional careers in the environmental sciences. To teach
the basics in numerical methods and high-performance computing. To
provide a
phenomenological approach to understanding complex problems.To empower undergraduates with research skills for
independent learning and to assist with university research projects.
Unfortunately there is
no perfect text book for this course for all the topics. The required
text is "A Climate Modeling Primer" by McGuffie and Henderson Sellers.
There will be supplementary reading material from a course pack
available at the bookstore.
Weekly exercises will
involve running, analyzing, and interpreting models. When running a
model for the first time in the course, designing a reasonable
experiment, successfully setting it up and running the model will be
the main goal of an exercise. In subsequent weeks, students will be
judged on their interpretation of the results.Thus homework will be
evaluated for a combination of following instructions, application of
scientific method, and analysis of results. Exams will test students'
understanding of reading and lecture materials. The course grade will
be weighted 50% from homework and 50% from the midterm and final exam.
Week |
Lectures |
Exercises |
Reading |
1 |
What is a numerical model? |
Coding a simple equation in matlab |
McG&HS Ch 1, |
2 |
Introduction to CAM. The value of idealized
studies. Introduction to first case study: Baroclinic wave. Analyzing
model output from the case study, model validation. |
Making maps and animations with model output |
Course Pack on thermal wind and baroclinic
waves |
3 |
What is a parameterization? What is resolved in a model? What is uncertainty? Introduction to sensitivity studies. Hypothesis testing to investigate the case study. |
Baroclinic
Wave case study 1. Phase 1.Running the model to test hypothesis. |
Course Pack on appropriate use of models |
4 |
Examples of research
using models for mesoscale and synoptic scale applications. Ensemble
forecasts. Analysis of an ensemble. |
Case study 1,
Phase 2. Analyzing the output. |
Course Pack on high-performance Computing |
5 |
Midterm |
Case study 1,
Phase 3. Sensitivity to initial conditions. |
McG&HS Ch 5, p165-175 |
6 |
Examples of research in atmospheric dynamics
at the planetary scale. Introduction to second case study: The jet
stream. |
Jet Stream case
study 2. Phase 1. Running the case study. |
McG&HS Ch 5, p176-185 |
7 |
Moving mountains. How does topography and
land/sea distribution affect the jet stream? How do seasons affect the
jet stream? |
Case study 2, Phase 2. Analyzing the output. |
Course pack
on topographic forcing |
8 |
How do we model things we don't understand
well like clouds compared to things we do understand like fluid
dynamics? |
Case study 2, Phase 3. Perturbing the model to
alter the jet stream |
McG&HS Ch 4, p213-219, Course pack on
moist processes |
9 |
Climate sensitivity and feedbacks. Transient
versus equilibrium response. |
Perturbing
CAM with anthropogenic forcing |
McG&HS Ch 1, p22-38 |
10 |
Examples of climate research using CAM.
Class summary. |
|
Review |
11 |
Final exam |
Goosse H., P.Y. Barriat, W. Lefebvre,
M.F. Loutre and V. Zunz. Introduction
to Climate Dynamics and Climate Modeling Free Web Book.
Hartmann, D., Global Physical Climatology, Elsevier Academic Press, 1994
McGuffie, K., and A. Henderson-Sellers, A climate modeling primer, 2nd ed., John Wiley and Sons, 2005.
Robinson, W., Modeling dynamic climate systems, Springer, 2001.
Wallace, J. M. and Hobbs, Atmospheric
Science: An Introductory Survey. 2nd ed. 2006.
Washington, W., and C. Parkinson, An
introduction to three-dimensional
climate modeling, 2nd ed., University Science Books, 2004.
http://www.theweatherprediction.com/ A web site with useful
information about weather prediction.
|