A common emergency
that firefighters encounter is flammable liquid
spills and fires. Statistics even show that
flammable liquid releases account for nearly 66
percent of all spills, and even if you have not
already been to a flammable liquid fire, chances are
very good that you will sometime in your career.
Therefore, it behooves us to train for these
emergencies, to handle them more efficiently and to
keep our health and safety intact.
Perhaps the best
weapon to handle flammable liquid spills and fires
is Class B foam. There have been many fine articles
written about foam and how to use it, yet many
firefighters seem to misunderstand and are confused
over foam technology. One author even referred to
foam as the “Voodoo Science” because of the general
feeling firefighters have concerning foam. In
reality, Class B foam applications are fairly
simple.
Some of the reasons
for the firefighter aversion to using Class B foam
may be from a lack of experience with it, both in
training and in actual incidents. Not all flammable
liquid releases require flowing foam, so the
experience of using it at emergencies is not enough
to give a firefighter a confidence level. Also,
since foam concentrate is expensive (over $25.00 per
gallon), fire departments do not train with it
frequently enough to leave a lasting impression on
the people who use it at spill scenes. Consequently,
when Class B foam is needed at an emergency, the
operations do not go as smooth as we would like.
Outside of the
equipment used in producing finished foam and the
proper techniques for applying finished foam, the
most perplexing issue for firefighters is the
calculations for the foam concentrate that is
required at a spill. While there are foam formulas
to figure the concentrate needed, many, if not most,
firefighters will be hard-pressed to remember the
formulas while in the midst of an emergency. The
formulas are complex, and in times of stress the
simpler operations can be made, the better off
responders will be. Years ago the philosopher
Thoreau stated that we must “Simplify, Simplify,
Simplify!” This sentiment is also of value when it
comes to foam concentrate calculations.
In order to understand
the simple formula, it is important to know the
components in a foam formula. The formula for
calculating the needed foam concentrate at a
flammable liquid release is as follows:
Area X Critical
Application Rate (CAR) X Eduction Rate (ER) X 15 =
Foam Concentrate Needed.
"Area" refers
to the area the spill occupies, usually in square
feet. Area can be calculated by multiplying the
length by the width of the spill. If the spill is in
a circle estimate the length and width for a
ballpark figure. (To be precise, and this is not a
precise science, the area of a circle is 3.14
multiplied by the radius of the spill squared or
3.14r2.)
The "Critical
Application Rate" (CAR) is the minimum
flow of finished foam per square foot to extinguish
a flammable liquid fire. The CAR was found for
different fuels through extensive testing by the
National Fire Protection Association (NFPA). The CAR
for hydrocarbon fuels has been calculated to be 0.1
gallons per minute per square foot (0.1gpm/ft2)
and the CAR for polar liquids, like alcohols, has
been calculated to be 0.2 gpm/ft2.
The third factor in
the formula is the "Eduction Rate" (ER).
Class B foam needs to be educted at a certain
percentage mixed with water in order to produce an
adequate foam solution to cover a spill or
extinguish a flammable-liquid fire. For many foams
the eduction rate for hydrocarbons is 3% (.03) and
6% for polar liquids (.06). Some Class B foams use
3% eduction rates for both hydrocarbons and polar
solvents which simplifies the formula further. There
is even one new foam on the market that is educted
at 4% for both Class A and Class B foams.
The fourth factor in
the foam formula is a safety concern that comes from
NFPA 11- Standard for Low Expansion Foam. NFPA 11
states that we should have enough foam concentrate
to flow finished foam for a minimum of 15
minutes at the critical application
rate.
There is one
additional factor, which is not in the formula, that
is called the “X Factor.” The
X Factor is the aeration expansion ratio that the
nozzle produces. Since some fire departments may use
non-aspirating nozzles with no aeration capability
the X Factor was not put into the formula. If you do
know the expansion ratio of your nozzle, or nozzle
attachment, this factor can be added. For example, a
Task Force Tip (TFT) will aerate, or expand, the
foam solution at the nozzle by a factor of 4 (4:1).
By adding the TFT nozzle attachment for foam
operations, the expansion ratio is 8 to 1. This
simply means that air has been added to the foam
solution to expand it 8 times the original volume.
Aerating nozzles and attachments greatly extend your
foam supply by covering more of the spill.
To summarize, the
following formulas can be used at spill scenes
involving flammable liquids.
-
For
hydrocarbon spills such as gasoline the formula
is: Area X 0.1 gpm/ft2 X
0.03 X 15 = foam concentrate needed
-
For polar
liquid spills such as ethanol the formula is: Area
X 0.2 gpm/ft2 X
0.06 X 15 = foam concentrate needed
Now, the chances of a
firefighter accurately calculating these formulas
while at a flammable liquid spill with fire are
fairly low. There is just too much to recall
especially in the middle of a stressful situation.
There is a better way!
To follow Thoreau’s
wisdom, the above formulas can be simplified by
doing the multiplication of the known components to:
-
Hydrocarbons — Area
X 0.045
-
Polar
Solvents — Area
X 0.18
Because this is not an
exact science, we can round the numbers up, which
turns out to be another safety factor in our favor.
The formulas then become:
-
Hydrocarbons — Area
X 0.05
-
Polar
Solvents — Area
X 0.2
We can also express
the above formulas in division. The formulas then
become:
These formulas are now
in a manageable and easily recalled context that
many firefighters have found very useful at
flammable liquid emergencies.
To reinforce the use
of the simplified formulas the following examples
can be reviewed.
How much foam
concentrate is needed to cover a 20’ X 20’ spill of
gasoline?
Full formula is: Area
X CAR X ED X 15 = Foam concentrate needed
-
-
-
-
400 square feet X 0.1
gpm/ft2 X 0.03 X 15 minutes = 18
gallons of foam concentrate
Simplified formula is:
Area/20
-
400 square feet
divided by 20 = 20 gallons of foam concentrate
The second result here
is higher because of rounding but still on the safe
side.
How much foam
concentrate is needed to extinguish an alcohol fire
that is 30’ X 40’?
Full formula is: Area
X CAR X ED X 15 minutes = Foam concentrate needed
-
-
-
-
1200 square feet X 0.2
gpm/ft2 X 0.06 X 15 minutes = 216
gallons of foam concentrate
Simplified formula is:
Area/5
-
1200 square feet
divided by 5 = 240 gallons of foam
Remember, in the above
examples the "X Factor" was not part of the formula.
With a nozzle attachment that has an expansion ratio
of 8X your foam supplies will go eight times
farther.
One last concept to
realize with foam operations is what your
limitations are. In other words, how big of a
flammable liquid spill will your available foam
concentrate reserves cover? This spill area can be
calculated before an incident by using the following
formulas.
-
For hydrocarbons: Area
= foam concentrate reserve X aeration factor of
your nozzle divided by 0.045 or Area
= gallons of foam X 8/0.045
-
For polar
liquids: Area
= gallons of foam X 8/0.18
As an example, if you
have 20 gallons of foam concentrate and you have a
gasoline spill, how big of an area can you blanket
with foam?
-
Area = 20 gallons
X 8/0.045
-
Area = 3,555.56
square feet or 59.6’ X 59.6’
You are limited to an
area of approximately 60’ by 60’ for hydrocarbon
spills.
Another example: If
you have an ethanol spill and 20 gallons of foam
concentrate, what are your limitations in terms of
the area you can cover?
-
Area = 20 gallons
X 8/0.18
-
Area = 888.89
square feet or 29.8’ X 29.8’
You are limited to an
area of approximately 30’ by 30’ for polar liquid
spills.
Knowing your
limitations is important because it would be wasted
time, effort, and foam to initiate foam operations
on a spill that is larger than you can cover alone.
The fire may burn back and consume the foam that you
applied if you did not completely cover the area. It
would be prudent to elect to wait until more foam
arrives before you begin foam operations.
It is hoped that these
simplified formulas work for you and the "voodoo
science" of foam operations has been demystified.
Still, to stay adept at foam operations, practice is
required, both with calculating foam concentrate
needs and with your foam-producing equipment.
Additionally, keep your limitations in mind.
Familiarity through training and drilling is the key
to handling flammable liquid releases efficiently
and safely.
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