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L10 Patient Dose

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IAEA International Atomic Energy Agency RADIATION PROTECTION IN DIAGNOSTIC AND INTERVENTIONAL RADIOLOGY L10: Patient dose assessment IAEA Training Material on Radiation Protection in Diagnostic and Interventional Radiology
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Page 1: L10 Patient Dose

IAEAInternational Atomic Energy Agency

RADIATION PROTECTION INDIAGNOSTIC AND

INTERVENTIONAL RADIOLOGY

L10: Patient dose assessment

IAEA Training Material on Radiation Protection in Diagnostic and Interventional Radiology

Page 2: L10 Patient Dose

IAEA 10: Patient dose assessment 2

Introduction

• A review is made of:

• The different parameters influencing the patient exposure

• The problems related to instrument calibration

• The existing dosimetric methods applicable to diagnostic radiology

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Topics

• Parameters influencing patient exposure

• Dosimetry methods

• Instrument calibration

• Dose measurements

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Overview

• To become familiar with the patient dose assessment and dosimetry instrument characteristics.

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IAEAInternational Atomic Energy Agency

Part 10: Patient dose assessment

Topic 1: Parameters influencing the patient exposure

IAEA Training Material on Radiation Protection in Diagnostic and Interventional Radiology

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Essential parameters influencing patient exposure

Tube voltageTube currentEffective filtration

Exposure time

Field size

Kerma rate[mGy/min]

[min]Kerma[Gy]

[m2]

Area exposureproduct [Gy m2 ]

}}

}

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Factors in conventional radiography: beam, collimation

• Beam energy• Depending on peak kV and filtration• Regulations require minimum total filtration to absorb

lower energy photons• Added filtration reduces dose• Goal should be use of highest kV resulting in acceptable

image contrast

• Collimation• Area exposed should be limited to area of CLINICAL

interest to lower dose• Additional benefit is less scatter, netter contrast

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Factors in conventional radiography: grid,patient size

• Grids• Reduce the amount of scatter reaching image receptor• But at the cost of increased patient dose• Typically 2-5 times: “Bucky factor” or grid ratio

• Patient size• Thickness, volume irradiated…and dose increases with

patient size• Except for breast (compression): no control• Technique charts with suggested exposure factor for

various examinations and patient thickness helpful to avoid retakes

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Factors affecting dose in fluoroscopy

• Beam energy and filtration• Collimation• Source-to-skin distance

• Inverse square law: maintain max distance from patient

• Patient-to-image intensifier• Minimizing patient-to- I I will lower dose• But slightly decrease image quality by increased scatter

• Image magnification • Geometric and electronic magnification increase dose

• Grid• If small sized patient (les scatter) perhaps without grid

• Beam-on time!

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Factors affecting dose in CT

• Beam energy and filtration• 120-140 kV; shaped filters

• Collimation or section thickness• Post-patient collimator will reduce slice thickness imaged

but not the irradiated thickness

• Number and spacing of adjacent sections

• Image quality and noise• Like all modalities: dose increase=>noise decreases

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Factors affecting dose in spiral CT

• Factors for conventional CT also valid

• Scan pitch• Ratio of couch travel in 1 rotation dived by slice

thickness

• If pitch = 1, doses are comparable to conventional CT

• Dose proportional to 1/pitch

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IAEAInternational Atomic Energy Agency

Part 10: Patient dose assessment

Topic 2: Patient dosimetry methods

IAEA Training Material on Radiation Protection in Diagnostic and Interventional Radiology

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How to measure doses

Absolute methods

Relative methods

Calorimetry

Chemical (Fricke dosimeter)

Ionometry (ionization chamber)

Photography

Scintillation

TL

Ionometry

They need to know a

characteristic parameter

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Patient dosimetry

• Radiography: entrance surface dose ESD• By TLD

• Output factor

• Fluoroscopy: Dose Area Product (DAP)

• CT:• Computed Tomography Dose Index (CTDI)

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From ESD to organ and effective dose

• Except for invasive methods, no organ doses can be measured

• The only way in radiography: measure the Entrance Surface Dose (ESD)

• Use mathematical models to estimate internal dose. • The physical methods similar to those used in radiotherapy

can be used but not accurate • Mathematical models based on Monte Carlo simulations:

the history of thousands of photons is calculated• Dose to the organ tabulated as a fraction of the entrance

dose for different projections• Since filtration, field size and orientation play a role: long

lists of tables (See NRPB R262 and NRPB SR262)

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From DAP to organ and effective dose

• In fluoroscopy: moving field, measurement of Dose-Area Product (DAP)

• In similar way organ doses calculated by Monte Carlo modelling

• Based on mathematical model• Conversion coefficients were estimated as organ

doses per unit dose-area product• Again numerous factors are to be taken into

account as projection, filtration, …• Once organ doses are obtained, effective dose is

calculated following ICRP60

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IAEAInternational Atomic Energy Agency

Part 10: Patient dose assessment

Topic 3: Instrument calibration

IAEA Training Material on Radiation Protection in Diagnostic and Interventional Radiology

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Calibration of an instrument

• Establish Calibration Reference Conditions (CRC) [type and energy of radiation, SDD, rate, ...]

• Compare response of your instrument with that of another instrument (absolute or calibrated)

• Get the calibration factor [appropriate unit]

Response of the instrument to be calibrated

f the reference instrumentResponse oF

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Range of use

Hypothesis: the instrument reading is a known monotonic function of the measured quantity (usually linear within a specified range)

1/F = tg

InstrumentReading

MeasuredQuantity

Response atcalibration

Calibration Value

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Use of a calibrated instrument

• Under the same conditions as the CRC

• Within the range of use

Q (dosimetric quantity) = F x R (reading of the instrument)

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Correction factors for use other than under the CRC

0.92

0.94

0.96

0.98

1

1.02

1.04

1.06

1 2 3 4HVL(mm Al)

CorrectionFactor

A. Energy correction factor

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Correction factors for use other than under the CRC

B. Directional correction factor

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Correction factors for use other than under the CRC

C. Air density correction factor (for ionization chambers)

p t0 0, calibration values

)273(

)273(

0

0

tp

tpKD

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Accuracy and precision of a calibrated instrument (1)

Curve A: Instrument both accurate and preciseCurve B: Instrument accurate but not preciseCurve C: Instrument precise but not accurate

True value

A

B

CR

ead

ing

s

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Accuracy and precision of a calibrated instrument (2)

Traceability

Accuracy

Primary standard(absolute measurement)

Secondary standard Field instrumentCalibration

decreases

Relative uncertainty associated to the dosimetric quantity Q:

Where: rC is the relative uncertainty of the reading of the calibrated instrumentrR is the relative uncertainty of the reading of the reading instrument

Calibration

rQ2 ≥ rC

2 + rR2

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Requirements on Diagnostic dosimeters

Traceability

Accuracy

Well defined reference X Ray spectra not available

At least 10 - 30 %

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Limits of error in the response of diagnostic dosimeters

ParameterRange of

valuesReference condition

Deviation (%)

Radiation quality

According to manufacturer

70 kV 5-8

Dose rateAccording to manufacturer

-- 4

Direction of radiation incidence

±5° Preference direction 3

Atmospheric pressure

80-106 hPa 101.3 hPa 3

Ambient temperature

15-30° 20° C 3

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IAEAInternational Atomic Energy Agency

Part 10: Patient dose assessment

Topic 4: Dose measurements: how to measure dose indicators ESD, DAP,CTDI…

IAEA Training Material on Radiation Protection in Diagnostic and Interventional Radiology

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What we want to measure

• The radiation output of X Ray tubes

• The dose-area product

• The computed-tomography dose index (CTDI)

• Entrance surface dose

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Measurements of Radiation Output

X Ray tube

Filter

Ion. chamber

Lead slabTable top

SDD

Phantom (PEP)

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Measurements of Radiation Output

• Operating conditions

• Consistency check

• The output as a function of kVp

• The output as a function of mA

• The output as a function of exposure time

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Dose Area Product (DAP)

Transmission ionization chamber

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Dose Area Product (DAP)

0.5 m1 m

2 m

Air Kerma:Area:Areaexposure product

40*103 Gy2.5*10-3 m2

100 Gy m2

10*103 Gy10*10-3 m2

100 Gy m2

2.5*103 Gy40*10-3 m2

100 Gy m2

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Calibration of a Dose Area Product (DAP)

Film cassette

10 cm 10 cm

Ionizationchamber

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Computed Tomography Dose Index (CTDI)

0

10

20

30

40

50

1 2 3 4 5 6 7 8 9 10 11 12

TLD dose (mGy)Nominal slice width

3 mmCTDI=

(ei di)

En

En: nominal slice widthei : TLD thickness

CTDIn= mAs

CTDI

Normalized CTDI:

CTDI = 41.4

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Computed Tomography Dose Index (CTDI)

Do

se

Nominal slice width

CTDI

Dose profile

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TLD arrangement for CTDI measurements

Axis ofrotation

Support jig

X Ray beam

Capsule

Couch

Gantry

Gantry

Capsule

X Ray beam

axisofrotation

LiF -TLD

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Measurement of entrance surface dose

TLD

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Summary

• In this lesson we learned the factors influencing patient dose, and how to have access to an estimation of the detriment through measurement of entrance dose, dose area product or specific CT dosimetry methods.

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Where to Get More Information

• Equipment for diagnostic radiology, E. Forster, MTP Press, 1993

• The Essential Physics of Medical Imaging, Williams and Wilkins. Baltimore:1994

• Leitz, W., Axiesson, B., Szendro, G. Computed tomography dose assessment - a practical approach. Nuclear Technology 37 1-4 (1993) 377-80


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