CHAPTER V - Water Related Savings
Savings are possible by reducing water use. If you have not already conducted the analysis suggested in Chapter II, review the water bills for your school. Check for evidence of leaks and billing errors. Review how water is being used to identify any opportunities for savings. Further energy savings are possible by reducing hot water use and improving the efficiency of its delivery.
Measuring Flowrates
A one gallon container can be used in showers (gym) to determine the flow rate in gallons per minute. This is important because it takes energy to heat water and energy costs money. To measure the flow rate, turn on both the hot and cold water and adjust the temperature of the water and the flow to the point where you would normally shower. Note the time on your watch (with a second hand) and fill up the one gallon bucket, noting how much time it takes to fill in seconds.
1 gallon shower water = ____________ seconds. Divide "1" (calculate the reciprocal) by this number and multiply the result by 60 to get gallons per minute = _______________GPM.
Now turn off the cold water and find out how long it takes to fill the one gallon container with hot water.
1 gallon hot water = _______________ seconds. Again calculate the reciprocal and multiply the result by 60 to get gallons hot water per minute = ________________GPM.
Showerheads are available that provide "satisfying" showers and use only 2.5 GPM or less. Not all showerheads however are created equal. When flow rates in excess of 2.5 GPM are found, energy can be saved by changing the shower heads. Care must be taken however to be careful to use types that perform acceptably. If not satisfied, users tend to damage or remove the showerheads resulting in more energy and water use.
System Efficiency
At some schools during warm weather, a boiler is operated simply to supply hot water. Sometimes savings can be obtained by installing a smaller, hot-water heater for use when space heating is not required. In some schools, the hot water heater is distant from the point of use. In these situations it may be possible to save by installing a second water heater close to the point of use. Heating needs can be reduced by insulating hot water pipes where they are accessible.
Fuel Source
Consider the cost of different forms of energy at your school. Sometimes significant savings can be generated by switching to a less expensive fuel. For some application it may be possible to use the sun or take advantage of heat being exhausted from the buildings or kitchen to heat or pre-heat the water.
| In 1994, a common method for generating new sources of electricity is through the use of a gas fired combustion turbine. If using gas to produce electricity is it better for the environment to us a gas fired water heater or an electric water heater? Explain your reasoning. |
Project and Exercises
A. Find the following information:
Amount of hot water (gallons) used per month
Amount of electricity (KWH) or natural gas (Therms) used per month to heat water.
GPM (flow rate of school showers in gallons per minute)
Volume of water used in cubic feet per minute
Energy cost per cubic foot; per gallon
Number of calories of energy needed to heat school water per gallon and per liter (Note: 3.78 Liters = 1 gallon)
Equipment needed:
1. Thermometer
2. One gallon container
3. One liter flask
Information you will need:
Total amount of hot water used per month (cubic feet)
Type of energy used to heat water
___ Boiler (Fuel Oil) Energy units in gallons
___ Natural Gas Energy units in Therms
___ Electric Energy units in KWH
One cubic foot equals 7.69 gal
One calorie equals the amount of energy necessary to heat 1 gram of water 1 degree Centigrade.
B. Calculate the amount of energy used to heat water at your school.
1. Measure the temperature of unheated tap water (Cold) and the temperature of hot water using a thermometer that measures in degrees Centigrade.
Temperature of cold water ______C
Temperature of hot water ______C
Difference cold vs. hot ______C
2. How many calories does it take to heat each liter of water at your school ___________?
3. How many calories does it take to heat each gallon of water ___________? (There are 3.78 liters per gallon)
4. How many calories does it take to heat each cubic foot of water________?(There are 7.69 gallons per cubic foot)
5. How many calories does it take to heat the water your school uses each month? ____________________? (About one third of the total water used is heated).
Convert Total Calories (#4) to:
6. BTUs _________________
7. Therms ________________
8. Kilowatt Hours __________
9. Calculate the cost of meeting the hot water needs at your school using a gas hot water heater and an electric water heater. State your assumptions regarding water heater efficiency, system efficiency, and rates.
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A calorie (c) is defined as the amount of energy it takes to heat one gram (gm) of water one degree Centigrade. A gram of water is equal to a cubic centimeter (cc) and milliliter (ml) in the metric system. A gram is a unit of mass; cubic centimeter and milliliter units of volume. A kilocalorie (C) is the amount of energy needed to heat 1 liter (1000 milliliters or 1000 cubic centimeters) of water one degree centigrade. So how many calories (C) does it take to heat one liter of the water that your school uses? Remember that tap water temperatures vary; the colder the incoming water, the more energy it will take to heat up to a certain point. |
C. True or False
If incoming water is preheated by having it run through solar panels, it will take less energy to heat the water and will save money. ___T ___F
D. Write a report presenting your findings relating to water use in the school. Can your school save by fixing leaks, reducing water or hot water use, converting to a different source of energy for water heating, or installing a more efficient heating system?
E. (Optional Research Question)
Although not common in the Northwest, in some areas the price of electricity goes up or down according to time of day. Rates are higher during "peak demand" times and lower during "low demand" times, usually at night. I own an electrically heated hot tub that heats water anytime the water temperature drops below a certain level, regardless of time of day. Would it make sense to put a timer on my tub so that it could draw electricity to heat water only during times when electricity rates are low? You might think about what you would do if gasoline prices for your car were $1.50/gal between 8 a.m. and 6 p.m. and $1.10/gal between 6 p.m. and 8 a.m. When would you buy gas? Although "time of day" rates are not common, demand charges are. Given the demand charges it may make sense to track and shift electricity usage to periods when other energy demands in your facility are less.
1. Does your utility have a variable rate structure? ___yes ___no
2. If no, find out where there is one (there are many in northeast United States) that does and consider the price differences in electrical use.
3. How much would a timer cost? ________________ How long would it take the electricity saved to pay for the timer? ________________yrs.
4. Compare the cost of an alternative fuel; gas if water is currently heated by electricity and electricity if it is currently heated by gas or oil.
What is your recommendation?____________do it ___________don't do it. Are there other options? Switch to a different fuel? Lower temperature? Does it cost more during winter months than summer months? How much more? How quickly does water "cool off" if being heated intermittently (look up the definitions of specific heat and capacity).
School Hot Water Use
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Month |
Cubic Feet (CF) |
Gallons (Gal) |
Liters (L) |
Energy Dollars ($) |
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JAN |
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FEB |
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MAR |
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APR |
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MAY |
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JUNE |
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JULY |
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AUGUST |
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SEPTEMBER |
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OCTOBER |
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NOVEMBER |
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DECEMBER |
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Totals |
*Note: About 1/3 total water usage is heated water.