Calculator (formerly accessible on: www.nuk.bieganski.org)

General math & medicine options
Arithmetic mean and standard deviation
Regression of points to straight line, correlation coefficient
Finding of natural divisors
The highest common divisor
Quadratic equation
Time difference
Estimation of some human biometric parameters
Concentration conversion
Calculations related to nuclear physics
Examples of application of the programs below are accessible here .

Simple radioactive decay (1 radioactive nuclide: A → B)

Successive radioactive decay (2 radioactive nuclides: A → B → C)

Successive radioactive decay (3 radioactive nuclides: A → B → C → D)

Conversion of activity units (traditional into SI-derived and vice versa)

Conversion of mass into activity and vice versa (mass-units into activity-units and vice versa)

Calculations related to nuclear medicine
Instruction for the programs below is accessible here .

(1.)

Calculation of thyroid volumen on the basis of the lobes diameters

(2.)

Calculation of (radio)nuclide uptake (f.e. uptake of radioiodine in the thyroid)

(2a.)

Calculation of uptake of I-131 in the thyroid (This program can be saved as a file and launched in another PC, a browser with HTML and

JavaScript is necessary; in Polish).

(3.)

Calculation of radioiodine dose (simplified)

(4.)

Kinetic modeling I. (effective half-time, maximal uptake and others, based on a series of measures) - for radionuclide therapy

(5.)

Kinetic modeling II. (effective half-time, maximal uptake and others, based on three measures) - for radionuclide therapy

(6.)

Calculation of dose of radioiodine or another radionuclide for treatment (modified Marinelli-formula)

(7.)

Dosimetry of α- and β-radiation
(8.)

Dose rate and absorbed dose of γ radiation (in a distance from a point source)

Gamma radiation dose rate and absorbed dose
Here, it is possible to calculate the dose rate in a distance of R from the radiation source of activity A in a medium with linear attenuation coefficient (or energy absorption coefficient) of μ_{l} , and the absorbed dose.

Symbols and operations
A: activity, R: distance, Γ: γ-ray dose constant, B: buildup factor (default: 1), μ_{l} : linear attenuation coefficient (or energy absorption coefficient), T_{(1/2)} : half time, t: time elapsed; H^{•} : dose rate, H: absorbed dose; Calculation: H^{•} = B • A • Γ / R^{2} • exp(-μ_{l} •R), H= B • A • Γ • t / R^{2} • exp(-μ_{l} •R);
Calculation of absorbed dose is possible only, if the T_{(1/2)} is specified. If t=0, the t is regarded to tend to infinity (in comparison to T_{(1/2)} ). Examples of radiation sources:
Radionuclide Γ [μSv⋅m^{2} ⋅h^{-1} ⋅GBq^{-1} ] T_{(1/2)} [d]
_{53} I-13176,4 8,02
_{62} Sm-15324,4 1,93
_{71} Lu-1777,64 6,65

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