| Within
the water industry, we commonly utilize both volume
calculations and rates of flow or delivery, when we talk about
storage and delivery systems. For instance, a gallon is
a common unit of measurement for fluids. A cubic foot (a
container 1 foot wide, by one foot deep, by one foot tall) is
a common measurement of volume. There are 7.48 gallons
that will fit in a container that is 1 cubic foot in
size(1'Lx1'Wx1'H). This is a very useful conversion when we decide to
put up a cylindrical tank that has a diameter of 40 feet, and
is 60 feet tall. Because all of the measurements that
we'll be dealing with (length, width, and height) will be
designed and built in feet, the volume calculation that we
deal with will give us a volume answer in cubic feet.
Using the fact that there are 7.48 gallons per every 1 cubic
foot, we can determine how many gallons the tank will hold
when full.
We also
use a volume measurement (cubic feet) moving over a time period
(generally, seconds, or daily) to determine how much water
passes a certain point during the particular point in
time. Think of this certain point, as say, the outlet
side of a pump, or the water entering a tank, or even, the
water flowing through your water meter. All of these are
rates of flow, and are based upon a moving volume of
water. And, keep in mind that a flow rate is just a
"picture in time" of what is happening right
then. You don't have to run the water for a minute to
achieve that flow rate, just as you don't have to drive for an
hour to achieve the speed limit.
So,
what does go into getting you water? As an
example, if you have 1/20 of a gallon of water that flows
through your water meter in 1 second, you have a flow rate of
.034 cfs. That may not mean much to you, but to us, your
water provider, that is important ... especially when you take
into account that you are 1 of 30,000 customers, and all of a
sudden, we have a combined flow rate within our entire
distribution system of 334 cfs (all in 1 second). That's
(334*7.48)=2498 gallons in 1 second that we've had to deliver
to our customer accounts in our service area. That may sound
like a lot, but it really isn't ... the current average flow
rate within the Clifton Water District right now is .23
gallons per minute, or about .0006 cfs. When we talk
about this average flow rate, keep in mind that it is a true
average of what is used in an average household in a 24 hour
period. Most households won't use much at 3:00 in the
morning or 2:00 in the afternoon, because people are actually
sleeping, or working. However, there may be quiet a bit
of use at 7:00 in the morning, or
8:00 in the evening. If 1/2 of the households take a
shower in the morning, and then 1/2 take one around 8:30 in
the evening, the flow rates in a typical household running a
shower or bath or outside faucet will be in the neighborhood
of 20 gallons per minute. If 1,000 people through out
the district are running a shower, watering their lawns,
washing a load of dishes, or doing a load of cloths at the
same time, that is 20,000 gallons a minute that we have to
deliver to just those 1,000 customers, not to mention any
other use by the other 29,000 potential customers. What are the chances that a restaurant or
business isn't running some water right then? When you
start adding all these numbers up, for all the customers of
the distribution system, they tend to get rather large, rather
quickly. Then, you throw in infrequent uses such as fire
flows (water used through fire hydrants to fight a fire, at a
flow rate of 1,000 or more gallons per minute), industrial and
commercial uses which are generally 10x or more than what an
average family uses, and leaks and breaks in the distribution
system itself, and there's a lot of water moving somewhere all
the time.
What
used to take hydraulic engineers months and months to design
and test, utilities now use specialized computer software that
takes all of the known elements of your distribution system,
calculates all the known water uses (through actual billing
amounts ... not just averages any longer), and then allows
management to ask "what if" questions with regard to
the water delivery system. What if one area of the
District grows at a faster rate than the rest, will the
existing system maintain it's integrity? Can a
particular distribution line accept another subdivision
tap? At what point will a new tap effect the current
customers on it? What will a connection to another
distribution line do to the flow rates on both systems?
What about a fire? Who's services will be
affected? How long could a fire be fought before it
affected another area in the distribution system? We
here at Clifton Water utilize just such software. It
allows us to identify problems long before we actually
experience them. It allows us to make informed decisions
based upon what we know, and what we project based upon known
water uses in an area, and historic growth patterns.
To give
you a better feel of what Clifton Water is looking at, we have
a plant that is rated to a flow rate of 12 million gallons per
day (remember, it is a rate ... we can operate at that level
for only a portion of the day), current tank storage in excess of 5 million gallons, and
we're still looking at a major plant expansion within the next
5 years to keep up with the growth in the Clifton / Whitewater
areas.
The
following table gives you some water facts and conversions
that may be of interest:
|
| 1 |
gallon |
= |
8.34 |
pounds |
|
|
|
| 1 |
cubic foot |
= |
7.48 |
gallons |
= |
62.4 |
pounds |
| 100 |
cubic feet |
= |
748 |
gallons |
= |
6240 |
pounds |
| 1 |
acre-foot * |
= |
43,560 |
cubic feet |
= |
325,829 |
gallons |
| 1 |
cubic foot per second (cfs) |
= |
448.8 |
gallons per minute (gpm) |
= |
646,272 |
gallons per day (gpd) |
| 1 |
cfs for 24 hours |
= |
646,272 |
gallons per day (gpd) |
= |
1.98 |
acre-feet |
| 1 |
cfs for 30 days |
= |
19,388,160 |
gallons |
= |
59.50 |
acre-feet |
| 1 |
cfs for 1 year (365 days) |
= |
235,889,280 |
gallons |
= |
723.97 |
acre-feet |
|
1,000 |
gallons per minute |
= |
2.23 |
cfs |
= |
1,440,000 |
gallons per day (gpd) |
|
1,000 |
gallons per minute |
= |
4.42 |
acre-feet per day |
= |
2.23 |
cubic feet per second |
|
1,000,000 |
gallons |
= |
133,690 |
cubic feet |
= |
3.07 |
acre-foot |
|
1,000,000 |
gallons per day |
= |
11.57 |
gallons per second |
= |
1.55 |
cubic feet per second |
|
1,000,000 |
gallons per day |
= |
1,120 |
acre-feet per year |
= |
365,000,000 |
gallons per year |
* An acre-foot of water
is enough to cover one acre of flat land one foot deep
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©
2001-2008 Clifton Water District
510 34 Road
Clifton, Colorado 81520
(970) 434-7328
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