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


= 0.037 Becquerel

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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Nuclearcrimes.org has hundreds of citations (footnotes) that can usually be found at the bottom of each webpage or the end of each book chapter.