
This easy to make but effective project introduces students to all the basics of passive solar design, and allows extensive experimentation with these design principles. The information learned from this experiment can also be used to establish an effective choice of materials, such as identifying the most effective absorbing materials, for building more ambitious solar energy devices.
The experiments may be performed outside, but because the experiments each take a fair amount of time (15 to 30 minutes for the shorter experiments, up to several hours for the longer experiments), they will be difficult to carry out if the temperature and/or the direct sunlight is changing a lot. Sunlight coming through a window may be easier to use, and use of a lamp will be easiest. You might want to run experiments inside first using the lamp, and then try to repeat them outside.
Background
The phrase "passive solar" was coined by Benjamin "Buck"
Rogers in the 1970s. Buck is a solar scientist and pioneer who lives and works
in New Mexico, and stresses the importance of basing passive solar design on
sound scientific principles. Passive solar design itself has been employed
by many peoples of the World for thousands of years, including the Greeks,
Romans, Chinese, and the Native American Peoples of the American Southwest.
Nowadays, passive solar design is a sophisticated art practiced by many
architects, builders, and home owners.
The Three Components of Passive Solar Design
There are three essential components to passive solar design:
After describing these ingredients, ask the students the following questions:
What you will need:
Note: There are many possible variations on the materials that may be used, and we encourage you to experiment. The list we give below is just a particular set of choices, which will hopefully be easy to mimic. In the data given below, we used precisely the materials listed below. The numbers you generate are likely to be a bit different, and you should use our numbers just to a get a rough feel for what to expect, not as a target.
Note on safety: A few things to definitely avoid are the following: plexiglas (it can warp when heated), heat lamps (too much energy, and they have too much energy in the infra-red range of the electromagnetic spectrum), glass with raw, unsanded edges (if you can't have the edges sanded, at least tape them), and of course, avoid anything that can be explosive or toxic when exposed to heat.
Preparation for Experiments
Experiments
A note on experimental procedure: When making comparisons between different situations, for example, when comparing the absorption power of differently colored materials in Experiment #1, always keep as many variables, other than the one you are explicitly changing, as constant as possible. For example, make sure the thermal mass, the absorber area, and the position of all the absorbers, is at least approximately the same across trials. Otherwise, subtle effects may dramatically bias the results. For instance, you might assume that the styrofoam picnic cooler is a good reflector because it is white. However, it turns out that because of the depth of the box, and the fact that light is strongly scattered by the (optically) rough surface of the box, the picnic coolers are usually very good absorbers.
Experiment #1: Measuring solar gain to determine the best aborbers
Purpose: To discover the principle of solar gain - that you can heat up a house while the sun is shining if you get light inside and absorb it!
Procedure: Place a series of different types of absorbers and reflectors inside the cooler, one at a time, and measure how fast and how high the temperature gets for each type. Try (at least!) the following absorbers/reflectors:
Make sure all the absorber/reflector are the same size, and placed in the cooler in the same way. Measure the temperature every five minutes to the nearest degree, and record each measurement along with the time the measurement was taken. Assume that the maximum temperature has been reached when the number you read hasn't changed for two measurements in a row. After the maximum temperature is reached, turn off the spotlight. For at least one of the measurements, say, for the spray painted black absorber, continue to take temperature measurements to capture the decrease in temperature as well. This additional data can be used later in Experiment # 3 below.
Now plot the data you've measured, by plotting the differences in temperature from room temperature versus the time since the beginning of the experiment. To do this, first subtract the first temperature measured (the room temperature) from all the other temperatures measured ( to get the differences in temperature), and subtract the first time recorded from all the other times (to get the changes in time). For example, the raw data we obtained for white construction paper was:
|
Time |
9:56 |
10:01 |
10:06 |
10:11 |
10:16 |
10:21 |
10:26 |
10:31 |
10:36 |
10:41 | 10:46 |
|
Temp |
72 |
78 |
85 |
91 |
94 |
98 |
101 |
103 |
104 |
105 |
105 |
When the first temperature is subtracted from the rest of the temperatures, and similarly for the times, we obtained
|
Change in Time |
0 |
5 |
10 |
15 |
20 |
25 |
30 |
35 |
40 |
45 | 50 |
|
Change in Temp |
0 |
6 |
13 |
19 |
22 |
26 |
29 |
31 |
32 |
33 |
33 |
You can see from the data that the temperature changes at a rate of roughly 1 degree per minute.
When these data are plotted we obtain:

Discuss the results.
What you should find: You will find that different absorbers are associated with very different maximum temperatures, and thus have very different absorption abilities. Specifically, you should find that truly dark absorbers work much better than lighter colored ones, for example, the black painted absorber should do much better than any color of the construction paper, including the black paper! All the absorbers should do much better than the foil (which just reflects most of the light back out). The temperatures we measured (using a 120 watt spotlight four inches away), were
|
Material |
Maximum Temperature |
|
foil |
98oF |
| white construction paper | 105oF |
| green construction paper | 107oF |
| black construction paper | 106oF |
| black construction paper spray-painted black | 125oF |
As demonstrated by this data, you should also find that just because something is colored black, i.e. the black colored construction paper, it may still not be a very good absorber, and may even be worse than something which appears to be lighter colored, i.e. the green construction paper.
Ask the students the following questions:
Why don't the contents of the cooler just keep getting hotter and hotter until the cooler melts or catches on fire. Answer: As they get hotter, the contents lose energy at faster and faster rates to the outside world by conduction and radiation. But the rate of solar gain remains the same, regardless of the content's temperatures. So, eventually, the rate of loss equals the rate of solar gain, and the temperature stabilizes.
Experiment #2: Determining the best insulation
Purpose: To discover the necessity of having good insulation to achieve effective heating, including the need to trap air.
Procedure: Repeat Experiment # 2 with the cardboard box instead of the cooler, but this time just for black spray painted construction paper, and also just measure the maximum temperature. Now try to lower the temperature by punching a small hole in the box with a pencil, and wait for at least ten minutes before measuring the temperature. If the temperature doesn't change much, trying punching some more holes, one by one, even ten minutes or so, recording the temperature every few minutes.
What you should find: You should find that the cardboard box does not achieve as high a temperature as the styrofoam cooler, so that cardboard is not as good an insulator as styrofoam. You should also find that even small air holes dramatically lower the maximum temperature.
Ask the students the following questions:
Experiment #3: Determine the effect of thermal mass
Purpose: To discover that thermal mass slows down how fast the temperature can change, but does not effect the maximum temperature achievable.
Procedure
What you should find: With significant thermal mass, the cooler should show a marked tendency to warm and cool more slowly.
Why is this the case? Answer: With the thermal mass present, it takes much longer and much more heat to heat up the inside of the cooler because much of the heat is absorbed by the thermal mass.
Experiment #4: Determine the role of surface area on thermal mass aborbtion
Repeat experiment #3 with the large rocks substituted for the gravel.
What you should find: You should find that the cooler should warm at a rate faster than with the gravel, but slower than with no extra thermal mass.
Why is this the case? Answer: Even though the rocks weigh the same as the gravel, the surface area of the rocks is much less than that of the gravel, so it takes much more time for the energy to absorbed by the rocks than the gravel.
Experiment #4: Determining the effect of thermal mass on variations in temperature.
Purpose: To demonstrate that thermal mass lessens daily variations in temperature in a solar home.
Procedure
Without significant thermal mass, record the temperature every five minutes while turning the light on and off for successive intervals of fifteen minutes. Do this until you have a good idea of the what the maximum and minimum temperatures are. Now repeat this with significant thermal mass.
What you should find: You should find that there is much less difference between the maximum and minimum temperatures of the cooler when it has significant thermal mass inside.
What you should learn: Because the Sun doesn't shine all the time, thermal mass is necessary to help keep the temperature of a passive solar house approximately constant.
Ask the students what the effects of increasing or decreasing thermal mass would be. Answer: the more thermal mass, the slower the house changes temperature.
Ask the students how one can add thermal mass to a real house. Answer: Using walls make of heavy material, such as stone, brick, or adobe, or by adding something with lots of mass, such as some big barrels of water, are good ways of providing thermal mass. Some people once built a solar grocery store in Wisconsin, and found afterwards that the canned and bottled goods on the shelves alone provided all the thermal mass the building needed! Point out that its crucial to have enough surface area for the thermal mass to function effectively. In fact, the area of the thermal mass should be about six times as large as the south facing windows of the house - alot of area!
Ask the students if a house's insulation should be placed inside or outside the thermal mass. Answer: The thermal mass must be inside the insulation. This includes the floor! Many houses do not have a thermal barrier in the floor. This could be important in the house's thermal dynamics, especially in colder climates.
Ask the students what thermal mass there might be in their own homes.