Medical Physics Chapter 17 Physics of Nuclear Medicine Chapter 17 Physics of Nuclear Medicine (Radioisotopes in Medicine) l l l Natural radioactivity (Table 17.1) m Becquerel (1905 Novel Prize) m Curie: radium m Alpha ray Ÿ Nuclei of helium atoms Ÿ A few centimeters in air Ÿ Positively charges Ÿ Fixed energy m Beta ray or negatron (β-) Ÿ High-speed electrons Ÿ A few meters in air Ÿ Negatively charged Ÿ Spread of energies m Gamma ray Ÿ Very penetrating Ÿ Physically identical to x-ray but much higher energy Ÿ Fixed energy Isotopes: single radioactive element m Nuclei of a given element with different numbers of neutrons m Stable isotopes: not radioactive, 12C, 13C m Radioisotopes: radioactive, 11C, 14C, 15C Radionuclide: several radioactive elements 1. Review of Basic Characteristics and Units of Radioactivity m Radioactive element ⇒ daughter (radioactive) ⇒ daughter ⇒ …⇒ final daughter (Table 17.2) m Radionuclide (Table 17.3) Ÿ > 1000 -1- KHU, EI 468 Medical Physics Chapter 17 Physics of Nuclear Medicine Ÿ Ÿ Ÿ Ÿ Most of them are man-made Characteristics: radioactivity, type and energy of its emitted particles of rays Beta-emitting radionuclide: 3H, 14C, 32P are used in medicine Gamma rays: usually > 100 keV Ÿ Positron (β+): positive beta ray, only from man-made radionuclide, physically identical to electron with positive charge Decay Ÿ ù A = Ao e − λt (A is in disintegrations/s, Ao: initial activity, λ: decay constant) ù A = λ N (N is the number of radioactive atoms) ù 0.693 : Fig. 17.1 λ Average or mean life time, τ = 1.44T1/2 ù Ÿ Half-life, T1/2 = Unit of radioactivity (Table 17.4) ù ù 1 curie (Ci) = 3.7×1010 disintegrations/s SI unit: Becquerel (Bq), 1 Bq = 1 disintegrations/s 2. Sources of Radioactivity for Nuclear Medicine m Radioactive drugs or radiopharmaceutical Ÿ Long-lived: may be delivered from a factory Ÿ Short-lived: produced by radiopharmacist in local medical centers Ÿ Need calibration before use 3. Statistical Aspects of Nuclear Medicine m Counting the number of gamma rays detected from a patient in 1 min: Fig. 17.5 m Net count, N net = N g − N b and Ÿ Ÿ Ng = gross count with radioactive source Nb = background count without radioactive source (noise) Ÿ Standard deviation of net count, σ net = N g + N b -2- KHU, EI 468 Medical Physics m Net count rate, Chapter 17 Physics of Nuclear Medicine N net N g N b = − min t g tb and standard deviation of net count rate, σ net = σ g2 + σ b2 4. Basic Instrumentation and Its Clinical Applications m Types of counting Ÿ Amount of radioactivity in a given sample or volume Ÿ Distribution of radioactivity in the body (imaging) m Detector Ÿ Ÿ Scintillation counter: alpha particle ⇒ crystal of zinc sulfide ⇒ flash or scintillation Geiger-Mueller counter (Geiger counter or GM counter): Fig. 17.6 ù Beta ray ⇒ ionization ⇒ electric pulse ù No information about the amount of ionization ù Not efficient for gamma ray Ÿ Photomultiplier tube (PMT): Fig. 17.7 and 17.8 ù Scintillation detector ù ù ù Gamma ray ⇒ crystal ⇒ light photon ⇒ electron from photocathode ⇒ more electrons and acceleration through dynodes ⇒ anode Usually 10 dynodes ⇒ 105 ~ 106 times electron multiplication High voltage source of 1000 V Scintillation crystal (NaI): gamma ray ⇒ light flash (photon) Collimator Pulse height analyzer (PHA) determines the energy of gamma ray: Fig. 17.9 ù Multichannel analyzer (MCA): Fig. 17.10 Ÿ Solid-state semiconductor detector: Fig. 17.11 ù ù ù ù Gamma ray ⇒ electron-hone pair generation m Collimator: lead shield with one or more holes: Fig. 17.12 Ÿ Open or flat field collimator: gamma rays from large volume (thyroid or kidney) Ÿ Focused collimator: gamma rays from small volume (imaging) -3- KHU, EI 468 Medical Physics Chapter 17 Physics of Nuclear Medicine m Applications Ÿ 24-h uptake of radioactive iodine by the thyroid: thyroid uses iodine in the production of hormones (Fig. 17.13) Ÿ Kidney function evaluation using 131I-labeled hippuric acid: hippuric acid is removed from blood by the kidney (Fig. 17.14 and 15) Ÿ In-vitro counting: well counter (Fig. 17.16) 5. Nuclear Medicine Imaging Devices m Distribution of radioactivity ⇒ image Ÿ Rectilinear scanner Ÿ Gamma camera m Rectilinear scanner (Fig. 17.17) Ÿ Focused collimator Ÿ Two detectors for scanning both sides of a patient simultaneously (Fig. 17.19) Ÿ Long scan time ⇒ motion artifact m Gamma camera or Anger camera (Fig. 17.20 and 21) Ÿ Large scintillation crystal ⇒ many PMTs ⇒ image (Fig. 17.22) Ÿ Resolution of 5 mm Ÿ Shorter imaging time of 1 ~ 2 min m Positron camera (Fig. 17.24) 6. Physical Principles of Nuclear Medicine Imaging Procedures m Cancerous nodules in the thyroid (Fig. 17.25) m Liver scan (Fig. 17.26) Ÿ Normal liver: filter radioactive particles from blood Ÿ Tumor in the liver: no filtration of radioactive particle m Brain tumor (Fig. 17.27) Ÿ Brain tumor takes up some radioactive materials better m Bone scan (Fig. 17.28) Destroyed bone due to cancer ⇒ take up more radioactive materials to rebuild bone m Pulmonary embolism (blood clot blocking a major artery in the lung) Ÿ -4- KHU, EI 468 Medical Physics Chapter 17 Physics of Nuclear Medicine Ÿ Radioactive material in blood to detect blockage m Air circulation system in the lung using radioactive gas m Heart scan using radioactive material that will be concentrated in infarct region 7. Therapy with Radioactivity m Radioactive drugs m See Chapter 18 8. Radiation Doses in Nuclear Medicine m Critical organ: an organ receiving the largest dose (Table 17.6) m Gonad dose to estimate the possible generic effect of the procedure -5- KHU, EI 468