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ADRENALINE RUSH: THE SCIENCE OF RISK - Big Movie Zone

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<strong>ADRENALINE</strong> <strong>RUSH</strong>: <strong>THE</strong> <strong>SCIENCE</strong> <strong>OF</strong> <strong>RISK</strong><br />

Now, you can also build Leonardo’s parachute.<br />

For this experiment, you will need:<br />

1. Four sheets of paper (preferably construction paper)<br />

2. Some string (four lengths of 12 inches or 30 centimeters, and a little extra)<br />

3. A precise ruler<br />

4. A pair of scissors or a box cutter<br />

5. Some light adhesive tape<br />

To Do:<br />

6. Four straws or light sticks (optional)<br />

To prepare an eight-inch high (20 centimeters) parachute,<br />

1<br />

2<br />

3<br />

4<br />

cut four isosceles triangles<br />

8 inches wide (20<br />

cm) and 8 7/8 inches<br />

(22.4 cm) high<br />

(see figure 1).<br />

Figure 1<br />

Tightly tape the sides of<br />

the four faces of the<br />

parachute together to<br />

produce the pyramid<br />

shape.<br />

Tape a piece of string to<br />

each corner, and tape<br />

or tie the end of the<br />

four strings together.<br />

Use some string or tape to attach a light<br />

object to the parachute strings. A wine<br />

cork has just about the right weight for<br />

this size parachute, although you can also<br />

test the effects of lighter and heavier<br />

objects. To make the chute more solid,<br />

straws or light sticks can be used to create<br />

a square frame at the base of the<br />

parachute.<br />

More advanced options:<br />

Figure 2<br />

You can try making models of Leonardo’s parachute in different sizes, and using different<br />

materials like cloth or plastic, by using some basic mathematics to figure out<br />

the proportions. To figure out dimensions, use the Pythagorean theorem (a2 + b2 =<br />

c2). Here’s how.<br />

Leonardo da Vinci specified that his parachute should be “a length of gummed linen<br />

cloth, with a length of 12 yards (“braccia“) on each side and 12 yards high“. Since it<br />

is as high as it is wide, we can use the Pythagorean theorem to create a model of<br />

any size.<br />

Figure 3<br />

For example, for a 12 inches wide parachute (see figure 2) we know that a=12, b=6<br />

(half the total width). This means that the hypotenuse equals the square root of 180<br />

(144+36), or approximately 13.4 inches (13 7/16“). The hypothenuse is the height of<br />

each face of the parachute, meaning that each face should be 12 inches wide and<br />

13.4 inches high (see figure 3) to produce a 12-inch high pyramid. The strings should<br />

be approximately one and a half times the height of the pyramid.<br />

Please note that bigger models will definitely need a frame to keep the opening in<br />

its square shape as the parachute flies. You can also experiment with the weight of<br />

the attached object. If it is too light, the parachute will be unstable. If it is too heavy,<br />

the parachute will fall too fast.<br />

13

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