Introduction
to Wind Phenomena
Lecture 9
Today's topics
- Discussion of lab
- Wind phenomena and case studies
Wind phenomena and case studies
Global Patterns

[Simiu
1986, fig 1.3.2]
Mean hurricane tracks

[Simiu
1986, fig 1.3.4]
Hurricanes
Hurricane form, locations, and behavior
Links to resources from NOAA
Properties of wind and their code representation
Boundary layer flow

[Gupta
1993, fig 3.3.2]
- A fluid flowing over a surface tends to adhere to the surface.
- The flow velocity increases at greater distances from the surface.
- The variation in flow velocity increases with the roughness of the surface.
Wind forces on buildings
Contours of pressure under a steady boundary flow

[Simiu
1986, fig 4.6.6b]
- An object placed in the path of a flowing fluid diverts the path of the
fluid's moving mass: i.e. it changes the velocity vector of the mass.
- Changing velocity means acceleration, so the object must exert a force
as it changes the velocity of the fluid's mass.
- There is a counteracting force exerted on the object by the fluid in the
form of pressure on the surface of the object.
- The magnitude and distribution of this force depends on the density and
velocity of the fluid, and the shape of the object.
- There is a relationship between fluid pressure and velocity determined
by fundamental physics: the Bernoulli equation:
(1/2) ro v2 + p = constant
Where:
ro = mass density of the fluid
v = fluid velocity
p = fluid pressure
- There are two important consequences of the Bernoulli equation:
- The pressure in a fluid increases as it slows down.
- The pressure in a fluid decreases as it speeds up.
- The stagnation pressure is defined as the change in pressure that occurs
when the flow is brought to a complete stop.
- The stagnation pressure increases with the square of the velocity. (e.g.
80 MPH winds create four times the pressure of 40 MPH winds).
Wind flow and buildings
Internal and external pressure
Wind-borne missles
Roof forms
Details and Building practices
Storm Surge