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Radioactive Material Equations and Formulas Calculator

Hazardous Waste Treatment


Solving for number of nuclei after time period

nuclei after time period


Inputs:

initial number of nuclei (N0
disintegration constant (Kb
time (t) 


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Conversions:

initial number of nuclei (N0) = 0    = 0  
disintegration constant (Kb) = 0    = 0  second^-1
time (t) = 0    = 0  second


Solution:

number of nuclei after time period (N)  =  HAS NOT BEEN CALCULATED 


Other Units:




Change Equation

Select an equation to solve for a different unknown

radioactive material and nuclear waste decay
number of nuclei remaining after time period solve for number of nuclei remaining after time period
initial number of nuclei solve for initial number of nuclei
disintegration constant solve for disintegration constant
time period solve for time period

half life
half life time solve for half life time
disintegration constant solve for disintegration constant

source strength
becquerels solve for becquerels
radionuclide atomic weight solve for radionuclide atomic weight
radionuclide mass solve for radionuclide mass
disintegration constant, inverse time solve for disintegration constant, inverse time

quality factor
equivalent dose equivalent dose
- measures the amount of effective biological damage caused by radiation
absorbed dose absorbed dose
- measure of the amount of energy absorbed into material
quality factor solve for quality factor

unit conversion factors
equivalent dose equivalent dose
- SI unit is rem (roentgen equivalent man)
- US unit is sievert
absorbed dose absorbed dose
- SI unit is rad
- US unit is gray
total radioactivity total radioactivity
- SI unit is becquerel
- US unit is curie

Where
N  =  number of nuclei remaining after a time period
N0  =  initial number of nuclei
Kb and KT  =  disintegration constant
t1/2  =  half life time of radionuclide
Q  =  total radioactivity or source strength
N0  =  Avogadro's number, 6.02 x 1023 atom/gram-atom
W  =  atomic weight

References - Books:
1) P. Aarne Vesilind, J. Jeffrey Peirce and Ruth F. Weiner. 1994. Environmental Engineering. Butterworth Heinemann. 3rd ed.

AJ Design - Online Science Mathematics Engineering Software Programs | 2 | 3 | 4 | 5

by Jimmy Raymond

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