| C. |
Use common sense and inspect carefully what has been
installed before water damage has occurred. |
Back to our roll-around stools with coffee-cup-in-hand in our clinical AMCA lab; we are
observing "rain" being sheltered and not passing through the louver blades at
such-and-such velocity. The fan CFM is increased to even higher levels until water
begins to be drawn through the blades and collects in the plenum behind the louver. The
amount of water is measured versus free area velocity and tabulated for several data
points and a curve is developed. Hence the "AMCA certified water penetration
data" is published and turned loose on all unsuspecting design engineers to use as
Gospel . . . . . . Holy Smoke!
Let's look at one manufacturer's published literature concerning "AMCA certified
water penetration data."
The blade is the conventional drainable blade set on a 37.5 degree angle, spaced on
approximately 3" centers . . . . . . your typical drainable blade louver that is
rated for zero water penetration at 950 feet per minute velocity through the free area.
This data indicates that if you installed a 48" x 48" louver in a wall and pull
7,600 CFM through it (8.0 square feet of free area and 950 feet per minute velocity is
7,600 CFM), you would not have any water penetrating the louver blades . . . . . . in the
AMCA certified lab!
These free area velocities vary from manufacturer to manufacturer and vary due to blade
shape, blade angle and blade spacing. These free area velocities for the "threshold
of water penetration" can be as low as 700 feet per minute and as high as 1,200
feet per minute.
In the case of our frequently specified 37.5 degree drainable blade on 3" centers,
just how fast is 950 feet per minute?
(950 feet per minute x 60 min/hr) / (5,280 ft/mile) = 10.8 miles per hour
Whoa! You mean to say if we have a "wind driven" rain exceeding 10.8
miles per hour, we can have rain passing through the louver and into our building where it
doesn't belong? . . . . . .You betcha!
So much for louvers . . . . . . How about louvered penthouses?
Let's take the case of a 120" long x 24" wide x 72" high louvered
penthouse utilizing the 37.5 degree drainable blade on 3" centers. This is not
a made up size but one that exists on a real job in the tornado area of Western Kentucky.
(Tornadoes are sometimes defined as 125 MPH wind-driven rain.) Not only is there one
(1) of these louvered "billboards" on this roof, there are six (6) of these
"puppies" being used as 50,000 CFM (each) outside air intakes for make-up air
requirements.
Let's see what the free area charts would tell us about these units:
| Size |
Free Area |
Both Sides |
Total Free Area |
| 24" x 72" |
5.87 sq. ft. |
x 2 |
11.74 sq. ft. |
| 120" x 72" |
31.66 sq. ft. |
x 2 |
63.32 sq. ft. |
Total: |
75.06 sq. ft. |
(50,000 CFM) / (75.06 sq. ft. free area) = 667 feet per minute through the free area,
which is well below the 950 feet per minute indicated for the water penetration threshold
point.
At this flow, the throat velocity would be:
(50,000 CFM / (10'-0" x 2'0") = 2,500 feet per minute
Now, picture this:
Since the throat velocity will be 2,500 feet per minute, the suction static pressure
required in the throat to cause 50,000 CFM to flow into a 120" x 24" duct will
be approximately 0.40" of negative static pressure; therefore, with a 0.40" of
negative pressure being applied to the base of the 120" long x 24" wide x
72" high louvered penthouse, this negative pressure inside the louvered penthouse
will be unevenly distributed across the height; i.e., the lower louver blades will be
subjected to the 0.40" negative static, the middle blades will be subjected to
approximately 0.20" negative static, while the upper blades will be subjected to
approximately 0.05" negative static. This uneven distribution of negative static
inside the louvered penthouse will cause a disproportionate amount of air to flow through
the lower blades; i.e., one would expect 1,800 feet per minute through the lower blades,
1,400 feet per minute through the middle blades, and 700 feet per minute through the upper
blades.
This will provide disastrous results even in a "no-wind" rain.
One method to alert you to this potential problem is not to let the length be more than
twice the width and the height should not exceed 1/2 the width. "Square and
squatty" is better than "rectangular and tall".
Example: 48" long x 24" wide x 24" high does not exceed this guideline.
Also, if you are using a rectangular unit, rotate the short dimension so it points
towards the prevailing wind, i.e., the 24" width should face west.
In addition, provide a sealed plenum under the penthouse with a sloped bottom having a
drain piped to somewhere the water can be disposed.
If a plenum below is not possible, then another thought to thwart wind driven rain
would be to provide a windband of sheet metal (galvanized or aluminum) mounted on
standoffs about 6" to 8" in front of the louver faces with the top and bottom
left open. In this manner, wind driven rain would strike the windband before it impacted
the louver blades, causing the rain to fall harmlessly on the roof.
One final piece of information concerning louvered penthouses - louvered penthouses do
not restrict the penetration of wind driven rain as well as wall mounted louvers. A
wall mounted louver that has a plenum or duct connection behind it has a "cushion of
air" that has to be "compressed" before a gust of wind can penetrate the
louver blades. A rectangular shaped louvered penthouse offers the possibility of
having wind driven rain "blow directly through the unit" allowing the rain to
fall out once it passes the leading side. The "cushion of air" inside the
louvered penthouse is not sufficient to restrict the sudden burst of energy created by a
gust of wind, and consequently, it is more susceptible to allowing wind driven rain to
penetrate the blades.
Always remember . . . . . . . . .
(1) part empherical formula + (2) parts horse sense =
"good design techniques"
Doc