MAP.17 Radiation safety and dosimetry

Introduction to Radiation Safety and Dosimetry

  • Presenter: Dr. Andy Ma

Learning Outcomes

  • Discuss the interactions of decay products with biological tissue.

  • Differentiate between:

    • Photoelectric effect

    • Compton effect

    • Pair production

    • Pair annihilation

  • Demonstrate the role of the radioactive decay equation in calculations of half-life.

  • Differentiate between:

    • Activity

    • Becquerel and Curie

    • Absorbed dose

    • Quality factor

  • Differentiate between equivalent dose and effective dose.

  • Describe the physiological effect of radiation.

  • Restate commonly used maximum permissible doses.

  • Discuss environmental radioactivity.

Ionizing Radiation & Its Interaction with Matter

  • Types of Radiation:

    • Ionizing Radiation: Has sufficient energy to free electrons within tissue.

    • Common types include:

      • Alpha (α) particles

      • Beta (β) particles

      • X-rays

      • Gamma (γ) rays

  • Ionizing radiation can leave secondary ionization trails, potentially disrupting sensitive biological systems.

Categories of Radiation in Biological and Medical Sciences

  • Positive ions (e.g., α-particles)

  • Electrons (e.g., β-particles)

  • Photons (e.g., X-rays and γ-rays)

  • Neutrons

  • All radiation types can cause biological damage through ionizing effects.

Characteristics of Alpha Particles

  • α-Particles:

    • Short range in matter (~1/density).

    • A 5 MeV α-particle travels ~4 cm in air but can't penetrate paper.

    • High ionization efficiency due to larger mass and double charge.

  • Energy deposition: ~100 keV/mm in tissue.

Characteristics of Beta Particles

  • β-Particles:

    • Energies range from a few keV to ~1 MeV.

    • Much smaller mass than α-particles leading to greater speed.

  • Energy loss is less efficient, approximately 0.25 keV/mm.

  • Range in tissue is larger (e.g., a 1 MeV β-particle can penetrate about 4 mm).

Characteristics of Photons (X-rays and Gamma Rays)

  • Photons:

    • Originates from nuclear processes (γ-rays) vs. atomic processes (X-rays).

    • Photon energy is transferred to electrons, causing secondary ionization.

    • Penetration depth is greater than α and β-particles.

  • Primary interactions include:

    • Photoelectric effect (<0.1 MeV)

    • Compton scattering (up to 1 MeV)

    • Pair production (>1.02 MeV)

Characteristics of Neutrons

  • Neutrons are uncharged and do not cause ionization directly.

  • Interact primarily with atomic nuclei, causing recoil, which can lead to interactions with electrons.

  • At low energy (~1 eV), neutrons are likely to be captured by nuclei.

Radiation Penetration

  • Penetration depth varies by the type of radiation:

    • α-particles: stopped by a few cm of air or paper.

    • β-particles: can traverse a few meters in air and several mm in aluminum.

    • γ-rays: can penetrate several cm of high-density materials like lead.

Radioactive Half-Life

  • Defined as the period it takes for half of a radioactive sample to decay.

  • Example: 131I has a half-life of 8 days.

  • Variability: Half-lives can range from seconds to billions of years.

Biological Half-Life

  • The biological half-life indicates how long it takes for half of a substance to be excreted from the body.

  • Effective Half-Life combines both radioactive and biological half-lives using the formula:

    [ T_{Effective} = \frac{1}{ \frac{1}{T_{1/2\ (radioactive)}} + \frac{1}{T_{1/2\ (biological)}}} ]

  • Example calculation for 131I demonstrates effective half-life.

Radioactive Decay Rate

  • The radioactive decay rate (l) indicates the decay frequency of unstable nuclei:

    • Equation: ( A = lN ) where ( A ) is activity, ( N ) is number of undecayed nuclei.

  • Decreases exponentially: ( N = N_0 e^{-lt} )

  • Half-life relates to decay constant: ( T_{1/2} = \frac{0.693}{l} )

Radiation Exposure and Biological Effects

  • Hazard from ionization: can cause cellular damage, mutations, and affect reproduction.

  • Absorbed Dose (RAD): energy absorbed per unit mass.

  • Measurement: 1 rad = 0.01 J/kg.

Radiation Weighting Factor (wR)

  • wR accounts for different biological effects from various radiation types.

  • Example values:

    • X-rays and γ-rays: 1

    • β-particles: 1

    • Protons (1-10 MeV): 2

    • α-particles: 20

Equivalent Dose Calculation

  • Equivalent Dose = Absorbed Dose × wR

  • Unit: Sievert (Sv), with 1 Sv = 100 rem

Effective Dose

  • Effective Dose incorporates tissue weighting factors (wT) for different organs:

  • Example calculation for lungs, liver, and bones demonstrated a total Effective Dose of 18.5 mSv.

Maximum Permissible Dose (MPD) Guidelines

  • Public: 1 mSv/year

  • Radiation workers: 20 mSv/year

  • NOTE: Aim to keep exposure ALARA (As Low As Reasonably Achievable).

Linear-Non-Threshold Theory (LNT)

  • ICRP recommends a linear relationship for risk at low radiation doses.

  • Risk extrapolation is based on higher dose data.

Clinical Application Exposures

  • Average doses:

    • Chest X-ray: ~0.017 mSv

    • CT scan: ~8 mSv

    • Diagnostic (Tc99): 1 - 7 mSv

Risks from Radiation Exposure

  • Average world risk factor: 0.05 Sv-1.

    • 1 Sv dose: 5% cancer risk.

    • Reduced to 1 mSv: 0.005% risk.

Immediate Effects of Radiation Exposure

  • Doses and effects:

    • 0-10 rem: No observable effects

    • 10-100 rem: Slight decreases in white blood cell counts

    • 100-200 rem: Nausea, risk of cancer

    • 200-500 rem: Severe symptoms

    • 2000 rem: Likely fatal.

Natural Radiation Exposure

  • Average exposures from natural sources:

    • Cosmic radiation: ~1 mSv/year

    • Radon: significant contributor.

Conclusion

  • Understanding radiation safety is crucial for healthcare and industry workers to mitigate risks.

robot