Atmospheric Kinematics
General
Prefix
AHS
Course Number
275
Course Level
Undergraduate
Department/Unit(s)
College/School
College of Science and Engineering
Description
Kinematics of atmospheric flows using vector concepts and operations including vector functions, dot products, cross products, gradients, divergence, deformation, and vorticity. Spherical coordinates. Approximation techniques. Applications from atmospheric fluid dynamics.
Prerequisites
Credits
Min
2
Max
2
Repeatable
No
Goals and Diversity
MN Goal Course
No
Cultural Diversity
No
Learning Outcomes
Outcome
Apply the chain rule to meteorological functions of more than one variable.
Outcome
Apply dot products and gradients to compute advection of meteorological variables.
Outcome
Apply cross products and gradients to compute the geostrophic wind.
Outcome
Apply the curl operator to compute vorticity.
Outcome
Apply divergence to mass conservation.
Outcome
Identify translation, divergence, vorticity, and deformation in Taylor series expansion of the horizontal wind.
Outcome
Identify the Laplacian operator as divergence of a gradient vector field.
Outcome
Describe atmospheric forces and flows using spherical coordinates.
Outcome
Construct Fourier series modeling 500 mb heights in a latitude zone.
Outcome
Apply basic numerical techniques of integration to estimate energy values on a thermodynamic chart.
Course Outline
Course Outline
Dependencies
Courses
AHS275
is a
prerequisite
for:
Programs
AHS275
is a
completion requirement
for: