When in space, in most parts of your spacecraft, you would float from place to place (though your spacecraft would be quite small, so you would not float very far!). Therefore, you wouldn’t need to stand upright, and you wouldn’t need your bones so much for support. In this situation, your bones become thinner and weaker.
Without gravity, bones start to lose their salts (demineralization). The size of the bone may remain the same, but the bone salts are more spread out inside the bone: this means that the bones become less dense (or, put another way, the density of bone decreases).
Imagine that you had in front of you three plastic cubes of identical size, but each is filled with a different material: lead, cork and air.
When bones lose bone salts, the appearance of the bone changes, and you can see this in the image below. It shows pieces (sections) of bone from different people, each of whom have different levels of bone salts. Use the picture to answer the questions which follow:
We can calculate the density of any material using the formula below:
Imagine that you are a pathologist in a hospital (examining dead bodies!). You have been given a sample of bone, and you need to find its density. The volume of the bone is 10 cm3, and its mass is 15g. The worked example below shows you how to calculate the value of density:
volume is 10 cm3; mass is 15g. density = mass ÷ volume density = 15 ÷ 10 density = 1.5 g/cm3
The table below shows predicted values of bone density for an astronaut who spends five years on the International Space Station. The first measurement was taken before arriving at the space station (ie. when the astronaut was still on Earth):
Time on Space Station (years) |
Bone density (g/cm3) |
---|---|
0 | 1 |
1 | 0.9 |
2 | 0.8 |
3 | 0.67 |
4 | 0.55 |
5 | 0.42 |
Now, using graph paper, draw your graph, starting with the axes