Would This Be Deadly Radiation?

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SUMMARY

The discussion centers on the potential radiation hazards posed by ionized particles, specifically sulfur, oxygen, sodium, and chlorine, traveling at 74 km/s within Jupiter's plasma torus. Participants conclude that while these particles possess energy levels insufficient to penetrate human skin, the particle flux and energy type (MeV alpha versus beta particles) are critical in assessing potential damage to living tissue. It is established that spacecraft designed to withstand micrometeorite impacts would likely provide adequate protection against these particles.

PREREQUISITES
  • Understanding of particle physics, specifically energy calculations using E = 1/2 mv².
  • Familiarity with radiation types, including alpha and beta particles.
  • Knowledge of Jupiter's magnetic field and its effects on particle movement.
  • Basic concepts of spacecraft shielding against space debris.
NEXT STEPS
  • Research how to calculate particle energy in MeV from velocity.
  • Explore the effects of different particle types on human tissue.
  • Investigate radiation shielding materials suitable for spacecraft.
  • Learn about the dynamics of plasma toruses and their implications for space travel.
USEFUL FOR

Astronautical engineers, physicists, and anyone involved in spacecraft design and radiation safety will benefit from this discussion.

MattRob
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Hello; Quick question for anyone who knows a bit about radiation...

So, Io puts out a lot of gas which turns into plasma and forms a torus around Jupiter. Jupiter's magnetic field and spinning causes the plasma to move along the torus at 74 km/s.

Would individual particles like this, traveling at 74 km/s in extreme trace amounts, act as a type of radiation that would necessitate radiation shielding for a manned spacecraft within the torus?

The particles in this case would be ionized sulfur, oxygen, sodium, and chlorine.
For the purposes of a book I'm writing, I'm curious if the effects would be different for any other elements, such as nitrogen, hydrogen, and helium...

This is in general physics, because although the circumstances are astronautical, the question itself has more to do with radiation than astrophysics.

Thanks.
 
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I don't know about radiation, but even a small rock traveling at 74 km/s will take care of all your worries.
 
Just take the particle traveling at 74km/s and find its energy in MeV. It would also depend on the particle flux as to the damage inflicted on living tissue. A low flux area of high MeV alpha particles (i.e., high enough so that it can penetrate the dead skin cell layers) can do as much damage as a high flux area of lower energy beta particles.
 
Wow. Even at 400,000km radius, those particles would complete a circuit (not really an orbit) in 15 hours.
 
74 km/s for protons is only 30 eV. Not energetic enough to penetrate skin.
 
QuantumPion said:
74 km/s for protons is only 30 eV. Not energetic enough to penetrate skin.

Alright, Thank you! A solid, direct answer to my question :smile:

Even larger particles such as entire atoms probably won't be able to penetrate the exterior of the vehicle, never mind the exterior of the vehicle and then the crew's skin.

I think it's safe to assume that anything that can stop micrometeorites would be plenty of protection.

DaveC426913 said:
Wow. Even at 400,000km radius, those particles would complete a circuit (not really an orbit) in 15 hours.

Good observation. That's the rotation period of Jupiter, the particles are pushed along by Jupiter's magnetic fields; as such, they match Jupiter's rotation rate. Much like a MPD engine, a railgun, or a coilgun.

daveb said:
Just take the particle traveling at 74km/s and find its energy in MeV. It would also depend on the particle flux as to the damage inflicted on living tissue. A low flux area of high MeV alpha particles (i.e., high enough so that it can penetrate the dead skin cell layers) can do as much damage as a high flux area of lower energy beta particles.

That would be great advice... If I knew how to find a particle's energy in MeV, never mind finding the flux area...
 
MattRob said:
That would be great advice... If I knew how to find a particle's energy in MeV, never mind finding the flux area...

In the classical sense (since 74km/s isn't relativistic), E = 1/2 mv2, then convert J to eV.
 

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