Welcome to the ERTH 435, Boundary Layer Meteorology, public webpage for the Spring 2025 semester.
The instructor will try to update this page every few days during the semester.

Cumulus clouds at the top of the atmospheric boundary layer over the M2HATS field site on 24 July 2023, Photo by S. D. Mayor.

Spring 2025 Lectures: MWF, 9:00 - 9:50 AM.

Weds., 22 Jan., Introduction: mean structure and composition of the atmosphere, and the importance of the planetary boundary layer.
Fri., 24 Jan., Definition of a fluid, stress and strain, Cauchy stress tensor, dynamic viscosity.
Mon., 27 Jan., Surface and body forces, partial derivatives, no-slip condition, laminar Couette flow
Weds., 29 Jan., Derivation of linear velocity profile in laminar Couette flow without pressure gradient.
Fri., 31 Feb., Derivation of laminar Couette flow with pressure gradient and the parabolic velocity profile.
Mon., 3 Feb., Incompressible mass continuity eqn. and Blasius laminar boundary layer over a smooth flat plate and the transition to turbulence.
Weds., 5 Feb., Concept of a parcel (system, boundary, state, etc.), ideal gas law, adiabatic expansion and compression, dry adiabatic lapse rate
Fri., 7 Feb., First law of thermodynamics, adiabatic process, Poisson's Equation, and potential temperature.
Mon., 10 Feb., The effect of water vapor on air density, and virtual temperature and virtual potential temperature.
Weds., 12 Feb., Static stability: unstable, neutral, stable. Environmental and process lapse rates.
Fri., 14 Feb., Dynamic stability: Reynolds number: the ratio of inertial forces to viscosity. Laminar and turbulent flow.
Mon., 17 Feb., How shear-driven and buoyancy driven boundary layers both generate mixed layers with neutral environmental lapse rates.
Weds., 19 Feb., Characteristics of turbulence, L. F. Richardson's conceptual model of energy cascade, Begin Kolmogorov's approach to a quantiative model
Fri., 21 Feb., Variance and the Kolmogorov inertial subrange hypothesis. Power law functions and Buckingham Pi Theorem
Mon., 24 Feb.,
Weds., 26 Feb.,
Fri., 28 Feb.,
Mon., 3 Mar.,
Weds., 5 Mar.,
Fri., 7 Mar.,
Mon., 10 Mar.,
Weds., 12 Mar.,
Fri., 14 Mar.,
Mon., 17 Mar., Spring break. No classes.
Weds., 19 Mar., Spring break. No classes.
Fri., 21 Mar., Spring break. No classes.
Mon., 24 Mar.,
Weds., 26 Mar.,
Fri., 28 Mar.,
Mon., 31 Mar., César Chávez Day (observed)
Weds., 2 Apr.,
Fri., 4 Apr.,
Mon., 7 Apr.,
Weds., 9 Apr.,
Fri., 11 Apr.,
Mon., 14 Apr.,
Weds., 16 Apr.,
Fri., 18 Apr.,
Mon., 21 Apr.,
Weds., 23 Apr.,
Fri., 25 Apr.,
Mon., 28 Apr.,
Weds., 30 Apr.,
Fri., 2 May,
Mon., 5 May,
Weds., 7 May,
Fri., 9 May,
Weds., 14 May, Final comprehensive exam.

Dr. Mayor's page

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