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Could NASA Use Galileo to
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The critical mass of Plutonium-239 to start a chain reaction without help is about 10 kilograms. With that much Plutonium, the chance of a neutron from the middle hitting an atom on its way out is high enough to keep the reaction going or even speed it up. Plutonium is easy enough to gather, but you can’t control an amount like this at all. That is why in a bomb there is a layer of Uranium around it, this acts like a neutron mirror, it sends neutrons right back in for another pass through the Plutonium, only 2 to 4 kilograms of that is necessary this way. That by itself is still not enough though but keeps the Plutonium from going off by itself.
If the chemical explosive is set off exactly simultaneously, a shockwave will travel inward, compressing the Uranium shell and the Plutonium so far inward that the atoms move much closer together. So much closer in fact that the two or three neutrons coming out of every atom splitting up split at least another atom of Plutonium. The reaction becomes self-sustaining. This principle is the principle by which a nuclear power plant works. By ‘catching away’ neutrons the balance point of one-splits-one is kept in-tact. The rest of the free neutrons will crash into water and gives of its energy boiling the water to steam.
If the shockwaves pushes further in still, then more than one other atom will be split by the resulting neutrons of an atom splitting up. An avalanche starts to build. This avalanche creates so much energy that a counter wave starts pushing outward overcoming the inward shockwave in an instant. The result is the notorious mushroom-shaped cloud we all so dread.
Now we get back to the special isotope of Plutonium in use in the RTGs of Galileo. From the same site there is a table listing the various isotopes and their (re-)activity.
|
Pu "mixture" |
Pu vector |
Normalized |
SF rate |
|
Pu-239 |
(100%,0,0,0,0) |
1.0 |
0.03 |
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Pu-240 |
(0,100%,0,0,0) |
0.6 |
1600 |
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Pu-241 |
(0,0,100%,0,0) |
1.1 |
0 |
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Pu-242 |
(0,0,0,100%,0) |
0.6 |
1670 |
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Pu-238 |
(0,0,0,0,100%) |
1.1 |
3440 |
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Source: About plutonium bombs |
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The 3,440 neutrons per gram per seconds of Pu-238 are the real reason for concern. If you compare them to the 0.03 neutrons that spontaneously come out of one gram of Pu-239 it will become obvious that the critical mass (the mass at which the reaction inside the Plutonium becomes self sustaining) is much smaller for Pu-238 than it is for Pu-239. Neutrons travel in every direction, as a result the difference in SF rate will work in all direction too. This leads to a critical mass of roughly 200 grams for Pu-238 only. This is why NASA used 144 pellets of 1/3 pounds (151 grams) to get the 48 pounds on board of Galileo. These pellets are shielded from one another to prevent them from going out of control. The crucial question is what will happen to these pellets and their shielding when the satellite plunges into the atmosphere of Jupiter. Will the shielding hold? Will the pellets stay together or wander apart? NASA appears to hope they wander apart or quickly burn up completely (what with, as there is almost no oxygen to burn them up?).
If the pellets stay together and are compressed ever stronger by the increasing atmospheric pressure they encounter (they will keep on falling until the outside specific weight or weight per volume matches that on the inside!!) each pellet will by itself go beyond the critical point density and chain-react. The true danger is if several ones or all of them were to go supercritical together. In that case you have 48 pounds of Pu-238 going into chain reaction.
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Imagine one day, you invite crop circle makers into your home for tasty treats and a friendly chat to see what makes them tick —and they actually show up!
We're not talking about the egotists who stomp about all night with planks and ropes.
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