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originally posted by: FoosM
originally posted by: Rob48
originally posted by: FoosM
originally posted by: Rob48
So, just how much radiation did skirting the edge of the high radiation zone deliver?
Now that you had some practice, do it for the flight where it goes through the heart of the belt.
Because that's on record, and you cant "skirt" around it.
OK I'll indulge you Foos, as I have some time to kill on a long journey.
Let's assume an absolute worst case scenario and pretend that Apollo 14 was launched straight along the geomagnetic equator, at the same speed as Apollo 11. That would take it right through the very strongest part of the inner belt. (And only the inner belt: this is important!)
If you refer back to that chart and imagine flattening the curved trajectory down to a straight line across the middle, you will see that it would take something between 20 and 30 minutes to cross the belt.
Again I will round up and call it 30 minutes.
Of this, the first half (15 mins) will be in the 1000 particle / cm² / sec zone. The remaining 15 minutes will be evenly split between the 100, 10 and 1 particle / cm² / sec zones (5 mins in each).
So let's work out the particle flux:
1000 zone:
1000 particles / cm² / sec x 15 min x 60 sec / min = 900,000 particles / cm².
100 zone:
100 particles / cm² / sec x 5 min x 60 sec / min = 30,000 particles / cm².
10 zone:
10 particles / cm² / sec x 5 min x 60 sec / min = 3,000 particles / cm².
1 zone:
1 particle / cm² / sec x 5 min x 60 sec / min = 300 particles / cm².
Total = 933,300 particles / cm².
Again assuming average of 200 MeV / particle:
Total energy flux = 933,300 particles / cm² x 200 MeV / particle = 186,660,000 MeV / cm².
Multiply up by astronaut body surface area:
186,660,000 MeV / cm² x 0.85 m² x 10,000 cm² / m² = 1.59 x 10^12 MeV.
Now, as we are passing through the centre of the belt we need to take into account the higher energy particles there. Here is a plot of the flux of >400 MeV particles. Note that it shows a smaller area than the plot before.
As this is a smaller area (only out to just over 2 Earth radii), the spacecraft would cross it in about 20 minutes. We can divide this as follows:
4 minutes at 100 particles / cm² / sec = 24,000 particles / cm²
4 minutes at 500 particles / cm² / sec = 120,000 particles / cm²
Another 4 minutes at 100 particles / cm² / sec = 24,000 particles / cm²
4 minutes at 10 particles / cm² / sec = 2,400 particles / cm²
4 minutes at 1 particle / cm² / sec = 240 particles / cm²
Total = 170,640 particles / cm².
Now remember, these will already have been included in the count of >100 MeV particles before, so I am actually double counting here making the worst-case scenario even worse!
Now let's go mad and take the energy of each particle as 1 GeV (1,000 MeV) here.
Total energy flux = 170,640 particles / cm² x 1,000 MeV / particle = 170,640,000 MeV / cm².
Multiply up by astronaut body surface area:
85,320,000 MeV / cm² x 0.85 m² x 10,000 cm² / m² = 1.45 x 10^12 MeV.
Add to the total from the >100 MeV particles before:
1.59 x 10^12 MeV + 1.45 x 10^12 MeV = 3.04 x 10^12 MeV
Convert to joules:
3.04 x 10^12 MeV x 1.6 x 10^-13 J / MeV = 0.486 J.
Convert to grays for a 75 kg man:
0.486 J / 75 kg = 0.0065 Gy.
Convert to rads:
0.0034 Gy x 100 rad / Gy = 0.65 rad.
Now multiply by two for a two-way trip.
Total = a whopping 1.3 rad, and that was with me overestimating the dose at almost every step!
For reference, the actual dose received by the Apollo 14 crew (including skirting the outer belt and traversing cis-lunar space) was 1.14 rad.
Obviously, A14 didn't go straight through the centre of the belt. It just went through more of it. The radiation was higher than expected because, as you mentioned, solar activity was higher.
Great, thank you for the effort you put into that.
But why stop there, why don't you go ahead and do the Electron belt too?
beta radiation lacked the energy necessary to penetrate the spacecraft shielding. It was the highest energy protons of the inner radiation belt that posed the only real concern in trajectory planning and, as we have seen, Apollo was beyond this region in as little as ten minutes.
originally posted by: FoosM
originally posted by: Rob48
1000 zone:
1000 particles / cm² / sec x 15 min x 60 sec / min = 900,000 particles / cm².
100 zone:
100 particles / cm² / sec x 5 min x 60 sec / min = 30,000 particles / cm².
10 zone:
10 particles / cm² / sec x 5 min x 60 sec / min = 3,000 particles / cm².
1 zone:
1 particle / cm² / sec x 5 min x 60 sec / min = 300 particles / cm².
Total = 933,300 particles / cm².
By the way, where is the 10,000 particles per second zone?
I believe what many would call that the heart of the inner belt?
That begs the question, why didn't you use the AP8MAX chart?
Apollo's missions were during the Solar Max period.
So you should take that into account.
originally posted by: Rob48
originally posted by: FoosM
originally posted by: Rob48
1000 zone:
1000 particles / cm² / sec x 15 min x 60 sec / min = 900,000 particles / cm².
100 zone:
100 particles / cm² / sec x 5 min x 60 sec / min = 30,000 particles / cm².
10 zone:
10 particles / cm² / sec x 5 min x 60 sec / min = 3,000 particles / cm².
1 zone:
1 particle / cm² / sec x 5 min x 60 sec / min = 300 particles / cm².
Total = 933,300 particles / cm².
By the way, where is the 10,000 particles per second zone?
I believe what many would call that the heart of the inner belt?
Check the energy level on that chart, Foos.
That begs the question, why didn't you use the AP8MAX chart?
Apollo's missions were during the Solar Max period.
So you should take that into account.
Well perhaps you could share your wisdom with the class: when do you find the highest level of trapped protons in the belts? At solar maximum or at solar minimum?
originally posted by: syrinx high priest
the radiation is likely the reason the apollo astronauts had a significantly higher rate of cataracts/glaucoma then the rest of us. the type of radiation you don't get in LEO. Thanks for bringing it up, it's one of the best cases for arguing that the apollo nauts did go to the moon.
In summary, astronauts on Apollo (5) and subsequent Skylab (37), space shuttle,2 and Mir (38) missions have observed light flashes that raise a concern for adverse tissue effects from single heavy-ion tracks (6). We report here preliminary results that indicate that low doses of space radiation increase the risk for cataracts,
high altitude and high inclination LEO missions can also see higher dose rates due to interaction with trapped particulate radiation within the Van Allen belts).
originally posted by: FoosM
originally posted by: Rob48
originally posted by: FoosM
originally posted by: Rob48
1000 zone:
1000 particles / cm² / sec x 15 min x 60 sec / min = 900,000 particles / cm².
100 zone:
100 particles / cm² / sec x 5 min x 60 sec / min = 30,000 particles / cm².
10 zone:
10 particles / cm² / sec x 5 min x 60 sec / min = 3,000 particles / cm².
1 zone:
1 particle / cm² / sec x 5 min x 60 sec / min = 300 particles / cm².
Total = 933,300 particles / cm².
By the way, where is the 10,000 particles per second zone?
I believe what many would call that the heart of the inner belt?
Check the energy level on that chart, Foos.
That begs the question, why didn't you use the AP8MAX chart?
Apollo's missions were during the Solar Max period.
So you should take that into account.
Well perhaps you could share your wisdom with the class: when do you find the highest level of trapped protons in the belts? At solar maximum or at solar minimum?
So, why didn't you use 10,000 particles per second?
originally posted by: seagull
a reply to: Rob48
Could you translate that into a form of English that I actually understand?
originally posted by: Rob48
So how on Earth does Jarrah justify using a flux of 1 to 2 million particles per cm² per second of 10 MeV electrons? Quite apart from his original calculations putting him out by a factor of several thousand, he is overestimating the electron flux by more than a million!
originally posted by: seagull
a reply to: Rob48
Could you translate that into a form of English that I actually understand?
originally posted by: Rob48
And remember, these are the radiation belt models that are used when planning and operating satellite launches. They have been proven time and time again to work.
originally posted by: FoosM
originally posted by: Rob48
And remember, these are the radiation belt models that are used when planning and operating satellite launches. They have been proven time and time again to work.
Actually no, as I have posted before,
the Models are old, and outdated.
originally posted by: onebigmonkey
originally posted by: FoosM
originally posted by: Rob48
And remember, these are the radiation belt models that are used when planning and operating satellite launches. They have been proven time and time again to work.
Actually no, as I have posted before,
the Models are old, and outdated.
Were they old and outdated when Apollo flew? Were they based on long term measurements from satellite data?
Try some reading if you want more of that data you don't think is out there:
ccmc.gsfc.nasa.gov...
ntrs.nasa.gov...
originally posted by: FoosM
originally posted by: Rob48
And remember, these are the radiation belt models that are used when planning and operating satellite launches. They have been proven time and time again to work.
Actually no, as I have posted before,
the Models are old, and outdated.
This study indicates that AE8 has excessive fluxes above 1 MeV beyond L=5.5, with the discrepancy being an order of magnitude at geosynchronous orbit. The high energy electrons peak in L about 0.5 L lower than indicated by AE8
originally posted by: Rob48
Is "the models are outdated" really the best response you can come up with?
Remember, the models are the exact same models that Jarrah was basing his fiasco of a video on. You didn't complain that he was using outdated models when you trumpeted it on here.
The Earth's Radiation Belts
The Earth's radiation belts (the Van Allen belts, discovered in 1958) consist of the inner and outer ion belts and the inner and outer electron belts. In general, the belts roughly conform to the geomagnetic field, peaking in altitude over the magnetic equator and projecting downward at high latitudes. Thus, at the magnetic poles, the belts are at their thinnest. Of interest, the belts come closest to Earth over a region known as the South Atlantic Anomaly (SAA); it is estimated that satellites and astronauts in LEO can accumulate 2% to 5% of their total radiation exposure from passage through this area. Indeed, trapped ions from the inner belt and electrons in the outer belt pose the greatest hazard to satellites and astronauts in LEO because these particles can obtain energies capable of penetrating matter to significant depths. Finally, it is important to note that the outer electron belt can vary in intensity over time as a function of the solar wind, with electron energies increasing by several orders of magnitude during an intense flux of electrons called a "highly relativistic electron (HRE) event." Highly relativistic electrons are, unfortunately, transient and difficult to predict. These are of concern to space travelers because electron energies during such events can exceed the energy threshold that is necessary to penetrate a space-suited astronaut during an extravehicular activity (EVA). Despite repeated requests, the study authors have been unable to confirm a specific number from NASA for the level of radiation protection in grams per cubic centimeter (the standard unit for radiation shielding) provided by their current space suit. (However, several experts associated with NASA have said that, for all practical purposes, the space suit provides no radiation shielding protection whatsoever.)
What Is Our Current State of Knowledge in Regard to Space Radiation Risks?
Despite over 45 years of manned spaceflight experience, detailed knowledge of the hazards of radiation exposure is severely lacking. Even the recommendations from the National Council on Radiation Protection & Measurements (NCRP) for an acceptable level of radiation exposure, which would increase NASA astronaut risk for cancer death by no more than 3% over the baseline risk, are extrapolated from observations of Hiroshima atomic bomb survivors and from those who have undergone radiation therapy for cancer or for medical diagnosis. It is important to note that these historical populations received acute radiation exposures that may be different from the predominance of chronic, low-level radiation exposure (interspersed with potential acute exposures) that would occur in space. Furthermore, other than the manned lunar landings, from which radiation exposure beyond LEO was also relatively short-term given the flight plans, we have little definitive data to base long-term human radiation exposure projections beyond LEO.
These are of concern to space travelers because electron energies during such events can exceed the energy threshold that is necessary to penetrate a space-suited astronaut during an extravehicular activity (EVA).