When it comes to the truth about radiation and health effects, there are no experts who are honest - not in government, not in science, not anywhere. Yet, people would rather listen to liars than challenge their assumptions about the sources of the so-called truth and disregard the purveyors of actual truth on this topic: the non-creditialed self-taught. - Andrew Kishner, May 18, 2013
PREFIXES, CONVERSIONS & EQUIVALENTS
| Multiples/submultiples | Prefix | What we usually call it | Symbol |
| 1015 | peta | million billion times | P |
| 1012 | tera | trillion times | T |
| 109 | giga | billion times | G |
| 106 | mega | million times | M |
| 103 | kilo | thousand times | k |
| 10-2 | centi | hundredth | c |
| 10-3 | milli | thousandth | m |
| 10-6 | micro | millionth | µ |
| 10-9 | nano | billionth | n |
| 10-12 | pico | trillionth | p (or µµ) |
| 10-15 | femto | f | |
| 10-18 | atto | a |
| Curies Symbols | ...is short for... | What we usually call it |
| PCi | petaCurie | million billion Curies |
| TCi | teraCurie | trillion Curies |
| GCi | gigaCurie | billion Curies |
| MCi | megaCurie | million Curies |
| kCi | kiloCurie | thousand Curies |
| Ci | Curie | a curie represents the radioactivity of one gram of pure
Radium-226
a curie is an amount of radioactive material that is decaying at a rate of 3.700 x 1010 disintegrations per second |
| mCi | milliCurie | thousandth of a Curie |
| µCi | microCurie | millionth of a Curie |
| nCi | nanoCurie | billionth of a Curie |
| pCi | picoCurie | trillionth of a Curie = 2.22 disintegrations per minute (dpm) = 0.037 disintegrations per second (dps) |
| fCi | femtoCurie | million billionth of a Curie |
1 picocurie (pCi) = 0.037 Bq
| Becquerels symbols | ...is short for... | What we usually call it |
| PBq | petaBecquerel | mrillion billion Becquerels |
| TBq | teraBecquerel | trillion Becquerels |
| GBq | gigaBecquerel | billion Becquerels |
| MBq | megaBecquerel | million Becquerels |
| kBq | kiloBecquerel | thousand Becquerels |
| Bq | Becquerel |
1 Becquerel (bq) = 1 disintegration per second
= 27.03 pCi |
| mBq | milliBecquerel | thousandth of a Becquerel |
| µBq | microBecquerel | millionth of a Becquerel |
| nBq | nanoBecquerel | billionth of a Becquerel |
| pBq | picoBecquerel | trillionth of a Becquerel |
| fBq | femtoBecquerel | million-billionth of a Becquerel |
1 Becquerel (bq) = 1 disintegration per second = 27.03 pCi
| Rem symbols | ...is short for... | What we usually call it | Converted to Sieverts (Sv) |
| TRem | teraRem | trillion Rems | 0.01 TSv |
| GRem | gigaRem | billion Rems | 0.01 GSv |
| MRem | MegaRem | million Rems | 0.01 MSv |
| kRem | kiloRem | thousand Rems | 0.01 kSv |
| Rem | Rem | 0.01 Sv | |
| mRem | milliRem | thousandth of a Rem | 0.01 mSv |
| µRem | microRem | millionth of a Rem | 0.01 µSv |
| nRem | nanoRem | billionth of a Rem | 0.01 nSv |
1 Rem = 0.01 Sv
| Sieverts Symbols | ...is short for... | What we usually call it | Converted to Rems |
| TSv | teraSievert | trillion Sieverts | 100 TRems |
| GSv | gigaSievert | billion Sieverts | 100 GRems |
| MSv | MegaSievert | million Sieverts | 100 MRems |
| kSv | kiloSievert | thousand Sieverts | 100 kRems |
| Sv | Sievert | 100 Rems | |
| mSv | milliSievert | thousandth of a Sievert | 100 mRems |
| µSv | microSievert | millionth of a Sievert | 100 µRems |
| nSv | nanoSievert | billionth of a Sievert | 100 nRems |
multiply by 100 to convert Sv to Rem
| Symbols often used regarding radiation energies | ...is short for... | What we usually call it |
| TeV | teraelectron volts | trillion electron volts |
| GeV | gigaelectron volts | billion electron volts |
| MeV | megaelectron volts | million electron volts |
| keV | kiloelectron volts | thousand electron volts |
| meV | millielectron volts | thousandth of an electron volt |
| µeV | microelectron volts | millionth of an electron volt |
| neV | nanoelectron volts | billionth of an electron volt |
| peV | picoelectron volts | trillionth of an electron volt |
| feV | femtoelectron volts | million billionth of an electron volt |
Multiple choice question
Which of the following is not an effective way of reducing the external radiation threat to a specific person from a contamination source in the environment?
a) Time - leave area of contamination and return when the radiation source has decayed to safer levels
b) Shielding - cover the radiation source with soil, concrete, cask shielding; and/or cover person - with lead apron, etc...
c) Raise the threshold of harm, so that radiation exposure will be acceptable and nothing else should be done
d) Distance - evacuate person from the contamination or move contamination someone else - via waste transport, incineration, DU weapons use on other continents, etc...
answer (c)
|
Length and Area equivalents |
|
| 1 cm | 0.394 inch |
| 1/2 inch | 12 millimeters |
| 1 inch | 2.5 cm |
| 2.575 sq. km. = 2,575,000 sq. meters | 1 sq. mi |
| 1 sq. km. | 0.388 sq. mi. |
| 1 sq. meter | 3.88E-7 (0.000000388) sq. mi. |
|
Volume and other equivalents |
||
| 1 cup | 8 ounces | |
| 1 pint | 2 cups | |
| 1 quart | 4 cups, 32 ounces | |
| 1 gallon | 4 quarts, 16 cups, 128 ounces | |
| 1 teaspoon | 1/8 ounce (~ 5 milliliters) | |
| 1 tablespoon (3 teaspoons) | 3/8 ounce (~ 15 milliters) | Cooks: If you accidentally put in 1 1/2 teaspoons instead of 1 1/2 tablespoons of vanilla, vinegar, etc.., just add 3 teaspoons to make up the difference. It works! |
| 1 fluid ounce (2 tablespoons) | 30 milliliters | |
| 1 ounce (by weight) | 28 grams | |
| 1 pound | 454 grams | |
| 2.2 pounds | 1 kilogram | |
1 Roentgen (R) = amount of radiation that creates a certain number of ions - created when ionizing radiation hits atoms or molecules - in a cubic centimeter of air
Gray (thanks to J.B. for helping us fix some errors about Grays conversion)
1 Gray (Gy) = 100 Rad; Gray represents 'absorbed dose' (or what Rad is to Rem)
1 Rad = 0.01 Gray (10 milliGray)
1 milliGray (mGy) = 0.1 Rad
Wikipedia notes that the fission yield of 90Sr is 4.5% and 137Cs is 6.3%.
Area of Earth = 200 million square miles
1 nCi/m2=2.59 mCi/mi22 (U.S. Public Health Service conversion)
1 mCi/mi2= 0.386 nCi/m22 (mCi/km2) (ibid)
1 nCi/m22 = 1 mCi/km22
|
|
|
Specific Activity |
|
nuclide |
half-life |
(Ci/gm) (meaning this number is the number of curies in 1 gram of
the nuclide) |
|
239 Pu |
24,400 yrs |
0.06 |
|
137 Cs |
30.28
yrs |
86.1 |
|
90 Sr |
28.1
yrs |
141.0 |
|
131 I |
8
days |
1.24 x 10 5 |
(Additional decimal: 1 gram of Pu239 is 0.067 ci)
1 Curie of 90Sr weighs 7 milligrams (how? If 1 gram of Sr90 is 141.0 curies, then 1 curie is 1/141 or 0.007 grams)
|
nuclide |
half-life
(yrs) |
Specific Activity
(Ci/gm) |
|
233
U |
1.62 x 10 5 |
9.45 x 10 -3 |
|
235
U |
7.1 x 10 8 |
2.1 x 10 -6 |
|
238
U |
4.51 x 10 9 |
3.3 x 10 -7 |
|
239
Pu |
24,400 |
0.0061 |
|
240
Pu |
6,580 |
0.226 |
|
238
Pu |
86 |
17.44 |
|
241
Pu |
13.2 |
112.2 |
RADIOACTIVE-'ACTIVITY'
To determine how radioactive something is:
|
A* = |
0.693 mNA |
|
|
T1/2AFt |
A* = activity of sample (in disintegrations per time)
m = mass of sample
A = atomic weight of radionuclide (easy: it's the number of the nuclide, like 89 for strontium-89)
T1/2 = half-life of radionuclide (in any unit of time)
Ft = conversion from one unit of time to the desired unit of time
NA = constant called Avogadro's number, or 6.022 x 10 23 atoms/mole
Does this formula really work?
Let's try it on radium. We know that 1 curie represents the radioactivity of one gram of pure Radium-226 and we also know that 1 curie pumps out 3.700 x 1010 disintegrations per second.
So, to prove that 1 gram of radium pumps out 37 trillion disintegrations per second, let's assign the variables for radium. Lets assign a mass of 1 (gram). We know radium's half-life is about 1,603 years and its atomic weight is 226.0254 (radium 226). For Ft we want to convert from years to seconds, or 31,536,000 seconds per year.
|
A* = |
(0.693) (1
gram) (6.022 x 10 23 atoms/mole) |
= 3.65E10, or 3.65 x 1010 disintegrations per second |
|
|
(1603 years)(226.0254 grams/mole) (525600 minutes/year)(60 seconds/minute) |
Why did we come up short? Any ideas??
Example. If 1 microgram of strontium-89 (which has a 50.6 day half-life) was deposited today in 1 meter by 1 meter area of a rice patty near Tokyo, what is its present activity?
|
A* = |
(0.693) (0.00001
grams) (6.022 x 10 23 atoms/mole) |
= 6.43 x 1011 disintegrations per minute |
|
|
(50.6 days)(89 grams/mole)
(1440 minutes/day) |
Example. If plutonium-238 depositions from Fukushima caused Namie soils to be 4 becquerels per square meter, what is the activity level?
First 4 becquerels (of pu238) is the same as 108 picocuries (of pu238). Second, one gram of pu238 is 17.44 curies, or (17.44 x 1 trillion) picocuries. So, the 4 becquerels per square meter represents 108/(17.44 x 1 trillion) = 6.3 x 10-12 grams.
|
A* = |
(0.693) (6.3
x 10-12
grams) (6.022 x 10 23 atoms/mole) |
= 238.8 disintegrations per minute |
|
|
(88 years)(238 grams/mole)
(525600 minutes/year) |
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