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Internal Radiation Dosimetry


Biokinetic model and Internal Radiation Dose
             Calculation in Nuclear Medicine


                     By
          Noor Naslinda Noor Rizan



                                      naslinda@gmail.com
Brief Overview
   Definition
   MIRD Internal Dosimetry Method
   Biokinetic Model for Radiopharmaceutical uptake and
    elimination
   S-factor
   Dose to Target
   Sample Calculation
   Biokinetic Model for Embryo and Foetus
   Dose to infant via breast milk
   Example
   Summary
   References
Internal Radiation Dosimetry
   Radiation that happen inside the body due to uptake of radiopharmaceuticals
    cannot be measured directly.

   Therefore biokinetic and dosimetric model are needed in order to calculate
    radiation doses received by a person.

    Relevant Organization
   MIRD – Medical Internal Radiation Dose Committee of the Society of
    Nuclear Medicine
       Standard methods to estimates internal doses

   ICRP –International Committee on Radiological Protection
       Calculate doses for many radiopharmaceuticals based on best available data

   Local Organization e.g. AELB (Malaysia), ARSAC (UK), NUREG (US) etc
       Guidelines on radiopharmaceuticals limit, dose to children, etc
Definition

Absorbed Dose

 Absorbed Dose (Gray)
  Energy deposited per unit mass
                           Dm = dε
                                 dm
Joules/kg = Gray (Gy)
*Medium should always be specified

Old unit - rad, 100rad = 1 Gy
Dose Equivalent = Sievert (Sv)
   To reflect biological effect
     Absorbed Dose x Radiation Weighting Factor (WR)


    *was known as effective dose equivalent


    Effective Dose = Sievert (Sv)
    • Uniform dose to the whole body that would have the same
      risk

       - Dose X Tissue Weighting Factors
    • Unit sieverts, Sv
MIRD Method – 5 steps
   Consider uptake organ as source organ
   Part that absorb the radiation as target organ (source and
    target can be the same organ)

Step 1 : Cumulated Activity                              Target (e.g. lung)

Step 2 : S – Factor
                                           Radiation rays
Step 3 : Dose to Target Organ
Step 3 : Effective Dose to Whole body                       Source
                                                            (e.g. heart)
Step 5 : Total dose for administered activity
Activity
   Activity – rate of disintegration (1 Bq = 1 disintegration per
    second)




                                               = physical decay constant


This represent exponential decay with physical half life
Activity
   Fraction of Pharmaceutical (Fs) = rate of biological uptake and
    elimination in source organ ‘S’.

   Activity time curve = how activity in source organ change with
    time.
       activity is different to fraction of pharmaceutical because it takes into
        consideration radioactive decay


   Activity in source organ = Administered activity x Fraction of
    pharmaceutical x Decay factor
Cumulated Activity
   Cumulated activity in source organ is defined as area under
    activity time curve (Bq.sec or MBq.hr)




   Residence time is defined as accumulated activity divided by
    administered activity

   or using effective half-life
   Residence time is more practical than cumulated activity
    because it is independent from administered activity.

   Use of residence time (in hr) instead of cumulated activity
    (MBq.hr) allows for calculation radiation dose per
    administered activity.
Effective Half -Life

   λeffective = λ physical + λbiological
   Biological can be either uptake or elimination

In terms of half-life,
Biokinetic Models of Radiopharmaceutical
Uptake for Dosimetry Calculation

Step 1: Calculation of Residence Time

       5 Basic Biokinetic Model
Model 1 – Instantaneous Uptake with No
           elimination
     Fs
                                  Pharmaceutical              e.g. I-131




                                      λp
                                                   Activity
Fraction




                               Time
With no pharmaceutical elimination

Since               =0




Then, residence time:
Model 2 – Instantaneous Uptake with Single
 exponential elimination

     Fs


           Pharmaceutical



                             λe + λp
Fraction




                                              Activity




                            Time
Instantaneous Uptake with Single exponential
elimination




Then, residence time:
Model 3 – Instant Uptake with bi-exponential
elimination

                                   e.g. Tc-99m DTPA

      Fs




Fs a1
              λ2     λ1
Fs a2
                                 Pharmaceutical
  Fraction




                                                      Activity




                          Time
Instant Uptake with bi-exponential elimination




and




Then, residence time
Model 4 – Exponential uptake with no elimination



     Fs




              λu
                                      Pharmaceutical

                                                       Activity
 Fraction




                        Time
Exponential uptake and no elimination




Residence time:
Model 5 – Exponential uptake and exponential
elimination



     Fs




            λu
                                     Pharmaceutical
                                          λe
                                                      Activity
 Fraction




                        Time
Exponential uptake and exponential elimination




Residence time:



Where,
Step 2: The ‘S-Factor’
   S-factor is considered to be a calculation of energy emitted by
    radiation of certain type of isotope and fraction of that energy
    absorbed by organ.

   So, S-factor can be define as absorbed dose per unit cumulated
    activity (Gy/Bq.sec or μGy/MBq.hr)

   MIRD pamphlet 11 tabulated ‘S’ factor to target organ for
    large selection of radiopharmaceuticals based on Monte Carlo
    simulation with ‘70kg mean man’phantom (given in rad/μCi.hr)
‘S’ Factor (MIRD Report 11)
Step 3: Dose to Target Organ
   Absorbed Dose to target organ ‘t’ from all source organs ‘s’



   Unit μGy/MBq

   Equivalent Dose
    = Absorbed Dose * Radiation Weighting Factor (or Quality
    factor)

   Unit (μ Sv/MBq)
       Its a measure of biological effectiveness of different type of radiation
        energy.
       In nuclear medicine the quality factor is 1.
       In nuclear medicine, absorbed dose = equivalent dose
Radiation                       Radiation Weighting Factor (Quality Factor )

     X-rays, gamma rays, beta rays                        1
     Alpha rays, heavy nuclei                             20
     Proton                                               2

    * Source ICRP Report 103




    Step 4: Effective Dose
   Effective Dose is the weighted sum of all target organ
    doses (μSv/MBq)
Tissue Weighting Factor (as published by ICRP)
Step 5: Total dose for Administered Activity
   Result * Administered Dose
    - Absorbed Dose (mGy)
     - Equivalent Dose (mSv)
     - Effective Dose (mSv)

Dose to Children
Final Result
   MIRD published methods on how to calculated absorbed dose,
    equivalent dose and effective dose based on several model of
    radiopharmaceuticals uptake.

   However, absorbed dose value for a lot of radiopharmaceutical
    used in nuclear medicine can also be found in ICRP report 53
    and 80. This report calculated the data based on best available
    data on radiopharmaceutical with ‘70 kg mean man’ phantom.
So what’s the use of MIRD?

   MIRD method is useful when we want to do specific calculation or
    custom calculation for patient based on patient’s individual uptake of
    radiopharmaceuticals.

   Example, we want to know dose to uterus for a patient who has a
    tumour near kidney or adrenal gland which has a high
    radiopharmaceutical uptake.

   Usually we take dose to uterus as an estimation for dose to foetus
    from the ICRP publication. But ICRP result only take into account
    contribution from standard source organs to uterus.

   In this case, we can assume that there is an addition source organ,
    the tumour which will contribute a significant dose to the uterus.
Solution
   Combine dose value from tumour and absorbed dose to
    uterus from ICRP Report.

Example: A patient was given 200MBq of Tc-99m DTPA and a
  tumour was found near adrenal gland with high
  radiopharmaceutical uptake. What is the absorbed dose to
  uterus?

From ICRP Report 53 (Tc-DTPA, bi-exponential elimination,
  normal renal function)
Residence time = 1.97hr, Fs = 1.0

From MIRD 11, ‘S’ factor for adrenal gland to uterus
                 = 1.1E-6 rad/μCi.hr = 2.97E-01 μGy/MBq.hr
*We assume ‘S’ factor for tumor is similar to adrenal gland because of the
    anatomical position.
*From ICRP Publication 53
Calculation
   Additional absorbed dose to uterus from tumour
=


   From ICRP 53
   Absorbed Dose to Uterus = 7.9E-03 mGy/MBq.

   Total absorbed dose to fetus from administered activity
=
Biokinetic Model for Embryo and Foetus
   ICRP Publication 88 published biokinetic and dosimetric model
    also dose coefficient for embryo and foetus due to
    radiopharmaceutical uptake by mother

   First 8 weeks of pregnancy (mass < 10g)
       Dose rate = dose rate to uterus

   More than 8 weeks
       Dose rate = maternal activity + activity which has cross the placenta
        and has accumulated into the foetus tissue.
       Some radioisotope like iodine can cross the placenta.

   At birth
       There might be some activity left in infant. This is use to calculate
        committed effective dose equivalent until the age of 70 years old
Dose to infant via breast milk
   ICRP 95 gives dose coefficient for ingestion of breast milk
    by infant after activity uptake by mother.

   A different biokinetic model for radiation pathway was
    used in the calculation of the coefficient.

       An Annex of ICRP Publication 95 also examines the
    external dose to infants by contact with its mother who
    has radioactivity uptake.
       In some case e.g. mother’s uptake of insoluble gamma-emitters.
        External dose to infant might be higher than internal dose.
Example
   A female patient fell pregnant after 58 days of receiving
    15mCi of I-131 for treatment for Thyrotoxicosis.
    Calculate dose to foetus due to activity administered.

Solution:
There are 3 ways to solve this.
1. Start from scratch using MIRD method.
2. Using value from ICRP 53
3. Using dose coefficient of biokinetic modelling from
    ICRP 88.
Using value from ICRP 53
    We calculate from from 58 days onwards.
    At 58 days, activity remaining = 0.1010 mCi = 3.7370MBq
    Dose to fetus = dose to uterus.
               Days/                   Thyroid    Thyroid    Thyroid    Thyroid Thyroid     Thyroid Thyroid
                                       Uptake     Uptake     Uptake     Uptake   Uptake     Uptake Uptake
          Activity (MBq)                 0%         5%         15%        25%     35%         45%     55%
                                        (mGy)      (mGy)      (mGy)      (mGy)   (mGy)       (mGy)   (mGy)
Absorbed dose at organ                 5.40E-02   5.50E-02   5.40E-02   5.20E-02 5.00E-02   4.80E-02 4.60E-02
(uterus)/ Adult per unit
activity administered (mGy/MBq)
Day one (Administered)(8 May 2012)
                               562.4   30.37      30.93       30.37     29.24     28.12     27.00    25.87
Day five (Discharge) (13 May 2012)
                              342.06   18.47      18.81       18.47     17.79     17.10     16.42    15.73
 Day 40 (18 June2012)
                               16.73    0.90       0.92       0.90       0.87     0.84       0.80     0.77
Day 58 (Might be pregnant) (
01/07/12)
                               3.73     0.20       0.20       0.20       0.19     0.19       0.18     0.17
Using ICRP 88




   *ICRP publication 88 page 213
Result
   Dose to fetus is around 0.19 – 0.16 mGy.


   Using biokinetic modeling of ICRP 88,
   < 8 weeks = dose to uterus
       From 8 weeks until birth at 38 weeks, the dose is estimated
        using element specific tissue activities and retention times.
Solution
 At conception effective dose coefficient = 7. 8E-11 Sv/Bq
Activity, 3.73MBq
So, 7.8E-11*3.54MBq = 0.27 mSV

Using ICRP 53, the value was 0.17 - 0.20 mGy, depending on
 iodine uptake( = equivalent dose of 0.17 - 0.20mSv)

From ICRP 84 (later adapted by IAEA) recommendation,
  there is no justification for termination of pregnancy as
  the dose received by foetus <100mGy. There is no
  evidence of detrimental effects to foetus.
Foetus Risk
Mentrual /           Conception age        <0.01 Gy   0.05 – 0.1 Gy                > 0.1 Gy
gestational age      (weeks)
(weeks)
0-2                  Prior to conception   None       None                         None

3–4                  1–2                   None       Probably None                Possible spontaneous abortion

5 – 10               3–8                   None       Potential effect uncertain   Possible malformation, increase with
                                                                                   dose
11 – 17              9 – 15                None       Potential effect uncertain   Increased risk mental retardation of
                                                                                   deficit in IQ
18 – 27              16 – 25               None       None                         IQ deficits not detectable at diagnosis
                                                                                   dose
> 27                 > 25                  None       None                         None application to diagnostic
                                                                                   medicine

 * Taken from ICRP 84 and 90
Pregnancy and breastfeeding following
treatment
   ICRP / IAEA recommends women do not become pregnant
    until estimated foetal dose falls below 1mGy (100mrem)
    (diagnostic application)

   For therapeutic treatment – 6 months after treatment. Not
    because of radiation dose risk, more to make sure that
    treatment was effective and follow-up treatment can be
    carried out without obstruction.

   Some organization (e.g. ARSAC) published elapsed time
    between treatment and breastfeeding after taking into account
    the activity that might transfer to infant for selected
    radiopharmaceuticals
Why we need to know all this?
Why we need to know all this?
How Bad is Bad?
   Dosimetry calculation allows us to quantify the doses received
    by patient and used that as a measurement of radiation risk
       Sievert was design to represent stochastic biological effects of ionizing
        radiation.
       1 Sv = 5.5% probability of developing cancer (ICRP103)


   Organization which actively involve in radiation protection use
    specific dose value as guideline.
       AELB 2010 guideline :
         Public <1mSv/yr
         Radiation worker <20 mSv/ yr
         Foetus < 1mSv for the duration of pregnancy
   Dose value can be use as a reference across all radiation
    related exposure.
       Effective dose from CT, X-Ray, radiotherapy, dental radiograph, airport
        security screening can all be sum up together


   Result from dose calculation can be use as benchmark on
    whether a certain procedure is worth it or not.
References
   [1] Dr Richard Lawson, Notes Radiation Dosimetry [Lecture Notes], Manchester Royal Infirmary, (March 2011)


   [2] MIRD Pamphlet no 5, Estimates of Absorbed Fractions for Monoenergetic Photon Sources Uniformly
    Distributed in Various Organs of a Heterogeneous Phantom; L.T. Dillman and F.C.Van der Lage Littman, Society
    of Nuclear Medicine, New York (1969).


   [3] MIRD Pamphlet no 10, Radionuclide Decay and nuclear parameters for use in in radiation dose estimation,
    L.T. Dillman and F.C.Van der Lage Littman, Society of Nuclear Medicine, New York (1975).


   [4] MIRD Pamphlet no 11, ‘S’ Absorbed Dose per unit Cumulated Activity for Selected Radionuclides and
    Organs , W.S Synder, M.R. Ford, G.G. Warner and S.B. Watson, Society of Nuclear Medicine, New York (1975).


   [5 ICRP Publication 53 Radiation Dose to Patient from Radiopharmaceuticals, Annals of the ICRP, vol 18,no 1-4
    (1987)


   [6] ICRP Publication 80 Radiation Dose to Patient from Radiopharmaceuticals, Addendum to ICRP 53, Annals of
    the ICRP, vol 28,no 3 (1998)


   [7] ICRP Publication 84 Pregnancy and Medical Radiation, Annals of the ICRP, vol 30,no 1 (2000)


   [8]Notes of Guidance on the Clinical Administration of Radiopharmaceuticals and of sealed Radionuclide
    Sources, Administration of Radioactive Substances Advisory Committee, 2006.
References
   [9] ICRP Publication 88 Doses to the Embryo and Fetus from Intakes of Radionsuclides by the
    Mother, Annals of the ICRP, vol 31,no 1-4 (1987)


   [10] ICRP Publication 90 Biological Effects after Prenatal Irradiation (Embryo and Fetus),
    Annals of the ICRP, vol 33,no 1-2 (2000)


   [11] ICRP Publication 95 Radiation Dose to Patient from Radiopharmaceuticals, Annals of the
    ICRP, vol 34,no 1-4 (1987)


   [12] ICRP Publication 103, The 2007 Recommendations of the International Commission on
    Radiological Protection. Annals of the ICRP Vol 37, no 2-4 (2007)


   [13] Peraturan-peraturan Perlesenan Tenaga Atom (Perlindung Sinaran Keselamatan Asas)
    2010. Lembaga Perlesenan Tenaga Atom, Malaysia (2010)

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Internal radiation dosimetry

  • 1. Internal Radiation Dosimetry Biokinetic model and Internal Radiation Dose Calculation in Nuclear Medicine By Noor Naslinda Noor Rizan naslinda@gmail.com
  • 2. Brief Overview  Definition  MIRD Internal Dosimetry Method  Biokinetic Model for Radiopharmaceutical uptake and elimination  S-factor  Dose to Target  Sample Calculation  Biokinetic Model for Embryo and Foetus  Dose to infant via breast milk  Example  Summary  References
  • 3. Internal Radiation Dosimetry  Radiation that happen inside the body due to uptake of radiopharmaceuticals cannot be measured directly.  Therefore biokinetic and dosimetric model are needed in order to calculate radiation doses received by a person. Relevant Organization  MIRD – Medical Internal Radiation Dose Committee of the Society of Nuclear Medicine  Standard methods to estimates internal doses  ICRP –International Committee on Radiological Protection  Calculate doses for many radiopharmaceuticals based on best available data  Local Organization e.g. AELB (Malaysia), ARSAC (UK), NUREG (US) etc  Guidelines on radiopharmaceuticals limit, dose to children, etc
  • 4. Definition Absorbed Dose  Absorbed Dose (Gray) Energy deposited per unit mass Dm = dε dm Joules/kg = Gray (Gy) *Medium should always be specified Old unit - rad, 100rad = 1 Gy
  • 5. Dose Equivalent = Sievert (Sv)  To reflect biological effect  Absorbed Dose x Radiation Weighting Factor (WR) *was known as effective dose equivalent Effective Dose = Sievert (Sv) • Uniform dose to the whole body that would have the same risk - Dose X Tissue Weighting Factors • Unit sieverts, Sv
  • 6. MIRD Method – 5 steps  Consider uptake organ as source organ  Part that absorb the radiation as target organ (source and target can be the same organ) Step 1 : Cumulated Activity Target (e.g. lung) Step 2 : S – Factor Radiation rays Step 3 : Dose to Target Organ Step 3 : Effective Dose to Whole body Source (e.g. heart) Step 5 : Total dose for administered activity
  • 7. Activity  Activity – rate of disintegration (1 Bq = 1 disintegration per second) = physical decay constant This represent exponential decay with physical half life
  • 8. Activity  Fraction of Pharmaceutical (Fs) = rate of biological uptake and elimination in source organ ‘S’.  Activity time curve = how activity in source organ change with time.  activity is different to fraction of pharmaceutical because it takes into consideration radioactive decay  Activity in source organ = Administered activity x Fraction of pharmaceutical x Decay factor
  • 9. Cumulated Activity  Cumulated activity in source organ is defined as area under activity time curve (Bq.sec or MBq.hr)  Residence time is defined as accumulated activity divided by administered activity  or using effective half-life
  • 10. Residence time is more practical than cumulated activity because it is independent from administered activity.  Use of residence time (in hr) instead of cumulated activity (MBq.hr) allows for calculation radiation dose per administered activity.
  • 11. Effective Half -Life  λeffective = λ physical + λbiological  Biological can be either uptake or elimination In terms of half-life,
  • 12. Biokinetic Models of Radiopharmaceutical Uptake for Dosimetry Calculation Step 1: Calculation of Residence Time 5 Basic Biokinetic Model
  • 13. Model 1 – Instantaneous Uptake with No elimination Fs Pharmaceutical e.g. I-131 λp Activity Fraction Time
  • 14. With no pharmaceutical elimination Since =0 Then, residence time:
  • 15. Model 2 – Instantaneous Uptake with Single exponential elimination Fs Pharmaceutical λe + λp Fraction Activity Time
  • 16. Instantaneous Uptake with Single exponential elimination Then, residence time:
  • 17. Model 3 – Instant Uptake with bi-exponential elimination e.g. Tc-99m DTPA Fs Fs a1 λ2 λ1 Fs a2 Pharmaceutical Fraction Activity Time
  • 18. Instant Uptake with bi-exponential elimination and Then, residence time
  • 19. Model 4 – Exponential uptake with no elimination Fs λu Pharmaceutical Activity Fraction Time
  • 20. Exponential uptake and no elimination Residence time:
  • 21. Model 5 – Exponential uptake and exponential elimination Fs λu Pharmaceutical λe Activity Fraction Time
  • 22. Exponential uptake and exponential elimination Residence time: Where,
  • 23. Step 2: The ‘S-Factor’  S-factor is considered to be a calculation of energy emitted by radiation of certain type of isotope and fraction of that energy absorbed by organ.  So, S-factor can be define as absorbed dose per unit cumulated activity (Gy/Bq.sec or μGy/MBq.hr)  MIRD pamphlet 11 tabulated ‘S’ factor to target organ for large selection of radiopharmaceuticals based on Monte Carlo simulation with ‘70kg mean man’phantom (given in rad/μCi.hr)
  • 24. ‘S’ Factor (MIRD Report 11)
  • 25. Step 3: Dose to Target Organ  Absorbed Dose to target organ ‘t’ from all source organs ‘s’  Unit μGy/MBq  Equivalent Dose = Absorbed Dose * Radiation Weighting Factor (or Quality factor)  Unit (μ Sv/MBq)  Its a measure of biological effectiveness of different type of radiation energy.  In nuclear medicine the quality factor is 1.  In nuclear medicine, absorbed dose = equivalent dose
  • 26. Radiation Radiation Weighting Factor (Quality Factor ) X-rays, gamma rays, beta rays 1 Alpha rays, heavy nuclei 20 Proton 2 * Source ICRP Report 103 Step 4: Effective Dose  Effective Dose is the weighted sum of all target organ doses (μSv/MBq)
  • 27. Tissue Weighting Factor (as published by ICRP)
  • 28. Step 5: Total dose for Administered Activity  Result * Administered Dose - Absorbed Dose (mGy) - Equivalent Dose (mSv) - Effective Dose (mSv) Dose to Children
  • 29. Final Result  MIRD published methods on how to calculated absorbed dose, equivalent dose and effective dose based on several model of radiopharmaceuticals uptake.  However, absorbed dose value for a lot of radiopharmaceutical used in nuclear medicine can also be found in ICRP report 53 and 80. This report calculated the data based on best available data on radiopharmaceutical with ‘70 kg mean man’ phantom.
  • 30. So what’s the use of MIRD?  MIRD method is useful when we want to do specific calculation or custom calculation for patient based on patient’s individual uptake of radiopharmaceuticals.  Example, we want to know dose to uterus for a patient who has a tumour near kidney or adrenal gland which has a high radiopharmaceutical uptake.  Usually we take dose to uterus as an estimation for dose to foetus from the ICRP publication. But ICRP result only take into account contribution from standard source organs to uterus.  In this case, we can assume that there is an addition source organ, the tumour which will contribute a significant dose to the uterus.
  • 31. Solution  Combine dose value from tumour and absorbed dose to uterus from ICRP Report. Example: A patient was given 200MBq of Tc-99m DTPA and a tumour was found near adrenal gland with high radiopharmaceutical uptake. What is the absorbed dose to uterus? From ICRP Report 53 (Tc-DTPA, bi-exponential elimination, normal renal function) Residence time = 1.97hr, Fs = 1.0 From MIRD 11, ‘S’ factor for adrenal gland to uterus = 1.1E-6 rad/μCi.hr = 2.97E-01 μGy/MBq.hr *We assume ‘S’ factor for tumor is similar to adrenal gland because of the anatomical position.
  • 33. Calculation  Additional absorbed dose to uterus from tumour =  From ICRP 53  Absorbed Dose to Uterus = 7.9E-03 mGy/MBq.  Total absorbed dose to fetus from administered activity =
  • 34. Biokinetic Model for Embryo and Foetus  ICRP Publication 88 published biokinetic and dosimetric model also dose coefficient for embryo and foetus due to radiopharmaceutical uptake by mother  First 8 weeks of pregnancy (mass < 10g)  Dose rate = dose rate to uterus  More than 8 weeks  Dose rate = maternal activity + activity which has cross the placenta and has accumulated into the foetus tissue.  Some radioisotope like iodine can cross the placenta.  At birth  There might be some activity left in infant. This is use to calculate committed effective dose equivalent until the age of 70 years old
  • 35. Dose to infant via breast milk  ICRP 95 gives dose coefficient for ingestion of breast milk by infant after activity uptake by mother.  A different biokinetic model for radiation pathway was used in the calculation of the coefficient.  An Annex of ICRP Publication 95 also examines the external dose to infants by contact with its mother who has radioactivity uptake.  In some case e.g. mother’s uptake of insoluble gamma-emitters. External dose to infant might be higher than internal dose.
  • 36. Example  A female patient fell pregnant after 58 days of receiving 15mCi of I-131 for treatment for Thyrotoxicosis. Calculate dose to foetus due to activity administered. Solution: There are 3 ways to solve this. 1. Start from scratch using MIRD method. 2. Using value from ICRP 53 3. Using dose coefficient of biokinetic modelling from ICRP 88.
  • 37. Using value from ICRP 53  We calculate from from 58 days onwards.  At 58 days, activity remaining = 0.1010 mCi = 3.7370MBq  Dose to fetus = dose to uterus. Days/ Thyroid Thyroid Thyroid Thyroid Thyroid Thyroid Thyroid Uptake Uptake Uptake Uptake Uptake Uptake Uptake Activity (MBq) 0% 5% 15% 25% 35% 45% 55% (mGy) (mGy) (mGy) (mGy) (mGy) (mGy) (mGy) Absorbed dose at organ 5.40E-02 5.50E-02 5.40E-02 5.20E-02 5.00E-02 4.80E-02 4.60E-02 (uterus)/ Adult per unit activity administered (mGy/MBq) Day one (Administered)(8 May 2012) 562.4 30.37 30.93 30.37 29.24 28.12 27.00 25.87 Day five (Discharge) (13 May 2012) 342.06 18.47 18.81 18.47 17.79 17.10 16.42 15.73 Day 40 (18 June2012) 16.73 0.90 0.92 0.90 0.87 0.84 0.80 0.77 Day 58 (Might be pregnant) ( 01/07/12) 3.73 0.20 0.20 0.20 0.19 0.19 0.18 0.17
  • 38. Using ICRP 88  *ICRP publication 88 page 213
  • 39. Result  Dose to fetus is around 0.19 – 0.16 mGy.  Using biokinetic modeling of ICRP 88,  < 8 weeks = dose to uterus  From 8 weeks until birth at 38 weeks, the dose is estimated using element specific tissue activities and retention times.
  • 40. Solution  At conception effective dose coefficient = 7. 8E-11 Sv/Bq Activity, 3.73MBq So, 7.8E-11*3.54MBq = 0.27 mSV Using ICRP 53, the value was 0.17 - 0.20 mGy, depending on iodine uptake( = equivalent dose of 0.17 - 0.20mSv) From ICRP 84 (later adapted by IAEA) recommendation, there is no justification for termination of pregnancy as the dose received by foetus <100mGy. There is no evidence of detrimental effects to foetus.
  • 41. Foetus Risk Mentrual / Conception age <0.01 Gy 0.05 – 0.1 Gy > 0.1 Gy gestational age (weeks) (weeks) 0-2 Prior to conception None None None 3–4 1–2 None Probably None Possible spontaneous abortion 5 – 10 3–8 None Potential effect uncertain Possible malformation, increase with dose 11 – 17 9 – 15 None Potential effect uncertain Increased risk mental retardation of deficit in IQ 18 – 27 16 – 25 None None IQ deficits not detectable at diagnosis dose > 27 > 25 None None None application to diagnostic medicine * Taken from ICRP 84 and 90
  • 42. Pregnancy and breastfeeding following treatment  ICRP / IAEA recommends women do not become pregnant until estimated foetal dose falls below 1mGy (100mrem) (diagnostic application)  For therapeutic treatment – 6 months after treatment. Not because of radiation dose risk, more to make sure that treatment was effective and follow-up treatment can be carried out without obstruction.  Some organization (e.g. ARSAC) published elapsed time between treatment and breastfeeding after taking into account the activity that might transfer to infant for selected radiopharmaceuticals
  • 43. Why we need to know all this?
  • 44. Why we need to know all this? How Bad is Bad?  Dosimetry calculation allows us to quantify the doses received by patient and used that as a measurement of radiation risk  Sievert was design to represent stochastic biological effects of ionizing radiation.  1 Sv = 5.5% probability of developing cancer (ICRP103)  Organization which actively involve in radiation protection use specific dose value as guideline.  AELB 2010 guideline :  Public <1mSv/yr  Radiation worker <20 mSv/ yr  Foetus < 1mSv for the duration of pregnancy
  • 45. Dose value can be use as a reference across all radiation related exposure.  Effective dose from CT, X-Ray, radiotherapy, dental radiograph, airport security screening can all be sum up together  Result from dose calculation can be use as benchmark on whether a certain procedure is worth it or not.
  • 46. References  [1] Dr Richard Lawson, Notes Radiation Dosimetry [Lecture Notes], Manchester Royal Infirmary, (March 2011)  [2] MIRD Pamphlet no 5, Estimates of Absorbed Fractions for Monoenergetic Photon Sources Uniformly Distributed in Various Organs of a Heterogeneous Phantom; L.T. Dillman and F.C.Van der Lage Littman, Society of Nuclear Medicine, New York (1969).  [3] MIRD Pamphlet no 10, Radionuclide Decay and nuclear parameters for use in in radiation dose estimation, L.T. Dillman and F.C.Van der Lage Littman, Society of Nuclear Medicine, New York (1975).  [4] MIRD Pamphlet no 11, ‘S’ Absorbed Dose per unit Cumulated Activity for Selected Radionuclides and Organs , W.S Synder, M.R. Ford, G.G. Warner and S.B. Watson, Society of Nuclear Medicine, New York (1975).  [5 ICRP Publication 53 Radiation Dose to Patient from Radiopharmaceuticals, Annals of the ICRP, vol 18,no 1-4 (1987)  [6] ICRP Publication 80 Radiation Dose to Patient from Radiopharmaceuticals, Addendum to ICRP 53, Annals of the ICRP, vol 28,no 3 (1998)  [7] ICRP Publication 84 Pregnancy and Medical Radiation, Annals of the ICRP, vol 30,no 1 (2000)  [8]Notes of Guidance on the Clinical Administration of Radiopharmaceuticals and of sealed Radionuclide Sources, Administration of Radioactive Substances Advisory Committee, 2006.
  • 47. References  [9] ICRP Publication 88 Doses to the Embryo and Fetus from Intakes of Radionsuclides by the Mother, Annals of the ICRP, vol 31,no 1-4 (1987)  [10] ICRP Publication 90 Biological Effects after Prenatal Irradiation (Embryo and Fetus), Annals of the ICRP, vol 33,no 1-2 (2000)  [11] ICRP Publication 95 Radiation Dose to Patient from Radiopharmaceuticals, Annals of the ICRP, vol 34,no 1-4 (1987)  [12] ICRP Publication 103, The 2007 Recommendations of the International Commission on Radiological Protection. Annals of the ICRP Vol 37, no 2-4 (2007)  [13] Peraturan-peraturan Perlesenan Tenaga Atom (Perlindung Sinaran Keselamatan Asas) 2010. Lembaga Perlesenan Tenaga Atom, Malaysia (2010)