The Trash Bag Sausage is a cylinder 50 inches (127 cm) tall and 20 inches (50 cm) across. The top of the balloon is closed with a straight seam like the bottom of a tube of toothpaste. This type of seam makes two points stick out like horns on either side of the balloon. The balloon is made by cutting off the ends of two trash bags and fixing them together using tape.
The bottom of the balloon is held open with a square frame made from plastic drinking straws and cardboard. Finally there is a simple cotton-ball burner mounted on wire stretched across the frame.
To make the Trash Bag Sausage fly best, you need to find the largest and thinnest brand of bags you can. As the thinnest bags are also usually the cheapest, it is well worth searching to find a good brand. See chapter 11 (page 215) for advice on finding the right kind of trash bags. After that, if you still cannot find very thin trash bags, the “What Next?” section at the end of this chapter (page 69) will tell you how to use slightly thicker ones.
You can see the balloon for many miles at night if you use kerosene or a similar fuel that produces a luminous flame. This is because the burner is mounted at the bottom of the balloon and it can be seen without the black envelope getting in the way.
The burner is quite small for a balloon as large as this, because the air must not get too hot. If the air does get very hot, the polyethylene sheet will soften and may even melt or shrink. But because the air is only warm, there is not much lift, so the balloon must be made as light as possible. This is why it is important to use very lightweight trash bags if you can.
Somewhere in every project in this book it says that to make the balloon fly better you should make it bigger. But why does a bigger balloon fly better? And is it always the case? You might think that although a bigger envelope has more air and so more lift, it also has more weight and this would cancel out the extra lift.
In fact, bigger balloons have a lot more lift, much more than the extra weight of a bigger envelope. This is because the volume of a three-dimensional shape grows faster than its surface area as the shape gets bigger. Because the lift depends on the volume of the shape, and the weight depends on the surface area, more lift is left over as the shape gets bigger. The best way to understand how this works is to look at an example.
Imagine you have two hot air balloons each shaped like a cube. One balloon has sides that are 1 meter along each edge, and the other has sides that are 2 meters along each edge. Both balloons have four tissue paper sides and a top, with the bottom face left open to allow the hot air in.
If you want to calculate the volume of each balloon, multiply the width by the depth by the height. As they are both cubes, this is easy.
The volume for the smaller balloon is 1 × 1 × 1 = 1 m3.
The volume for the larger balloon is 2 × 2 × 2 = 8 m3.
So the volume has increased eight times by making the sides twice as long. How much has the weight of the envelope increased?
The weight of the balloon is made up of the weight of paper needed to make a cube-shaped envelope.
That is just the area of paper you need to make five square faces multiplied by how much the paper weighs per square meter. (Assume each square meter of tissue paper weighs about 15 grams.) The area of a square face is easy to work out—you multiply the width by the height:
For the smaller balloon, the area of one side is 1 × 1 = 1 m2.
The area for five square faces is 5 × 1 = 5 m2.
So the smaller envelope weighs 15 × 5 = 75 grams.
For the larger balloon, the area of one side is 2 × 2 = 4 m2.
The area for five square faces is 5 × 4 = 20 m2.
So the larger envelope weighs 15 × 20 = 300grams.
Overall, this means that the volume of the larger balloon is eight times that of the smaller balloon, and so it has eight times the lift. The weight of the larger balloon is only four times bigger than the weight of the smaller balloon. Since the larger balloon has eight times the lift, it’s no surprise that the larger balloon flies better!
But things get even more interesting if we look at the lift available to carry a payload at the end of a flight as the burner flame gets smaller. If the air inside both balloons is heated to only 30°C above the surrounding air:
Smaller balloon lift from the heated air = 110.5 grams
Lift available for payload = lift - envelope weight = 110.5 - 75 = 35.5grams
Larger balloon lift from the heated air = 884.2 grams
Lift available for payload = 884.2 - 300 = 584.2 grams
So the larger balloon can lift a payload that is more than 16 times bigger. This means that the larger balloon will continue flying well even as the burner starts to run out.
If you make balloons bigger, they fly better. But what happens if you make a smaller balloon? Obviously they don’t fly as well because they have less lift. In fact, if you make a tissue paper balloon too small, it won’t fly at all.
Adult supervision required
Materials
2 lightweight plastic trash bags (the thinnest you can find—see chapter 11, page 215)
Thin clear tape, lightweight masking tape, or similar, 3/4 or 1 inch (19 mm or 25 mm) wide
14 jumbo plastic drinking straws, ¼-inch (6 mm) diameter
Empty cereal boxes (or other source of thin cardboard)
Thin, soft, iron wire
Cotton ball, about 2 inches (5 cm) in diameter
1 fluid ounce (30 mL) kerosene
Tools
Scissors
Ruler
2-inch (5 cm) ball of modeling clay
Pencil
Straight (dressmaker’s) pin
Pliers (with wire cutters)
Lighter or matches
What to Do If Things Go Wrong
If you make small holes in the plastic sheet or there are small gaps in the seams, see chapter 11 (page 213) to find out how to fix them.
If you put the tape in the wrong place, do not try to unpeel it, as you will just tear the plastic sheet. Complete the seam as best you can and put another length of tape over the gap.
What Next?
Check the envelope for any leaks by inflating it over an electric toaster or similar heater (see page 29). Take care not to scorch the cotton-ball burner or melt either the polyethylene envelope or the drinking straws. Look for gaps in the seams and repair them using small pieces of tape.
Once you have fixed any leaks, the balloon is complete and ready to fly. See chapter 2 (page 33) for instructions on flying a balloon with a burner.
If you can only find regular-thickness trash bags, you can get the Trash Bag Sausage to work if you use three trash bags to make the envelope rather than two. Complete the envelope as shown in this chapter but then repeat steps 10 to 24 to add the third trash bag. Then, continue on to add the base frame and burner. This larger balloon takes a while to fill and is still a bit heavy for the burner size, but it should fly.
Of course, if you do have very thin trash bags, an envelope made from three very thin trash bags will fly even better!