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332  DIAGNOSTIC EQUIPMENT DESIGN

           11.3.5 Compton Cameras
                       Collimators are very inefficient and are the limiting factor in conventional scintillation cameras. One
                       device that eliminates the need for lead collimation is the Compton camera which was investigated
                       during the 1980s and has resurfaced in the past 5 years. 21–23  Instead of restricting the gamma ray
                       trajectories, the Compton camera uses scattering information from two position-sensitive detectors
                       to infer the source location. The gamma ray is Compton scattered from the first detector, and the
                       scattered photon is totally absorbed in the second detector. The energy of the scattered photon is also
                       determined by the second detector and that information allows the calculation of the scattering angle
                       between the incoming gamma ray and the known path between the two detectors. The information
                       from a single event restricts the source to the surface of a cone, and reconstruction algorithms can
                       provide tomographic images of the source distributions. Compton cameras are estimated to improve
                       count sensitivity by a factor of 100; however, useful devices have not yet been developed for clini-
                       cal imaging. Compton cameras appear to work best with isolated point source distributions and are
                       challenged with the three-dimensional distribution volumes associated with most nuclear medicine
                       studies. As a result, the best application for this approach may be small animal imaging. Preclinical
                       imaging systems designed for small animals utilizing SPECT and PET are reviewed in Sec. 11.5.



           11.4 POSITRON EMISSION TOMOGRAPHY

                       Positron emission tomography (PET) is another approach to nuclear medicine imaging that has sev-
                       eral advantages over SPECT. As noted in the introduction to this chapter, PET uses positron-emitting
                       radionuclides that result in the emission of collinear pairs of 511-keV annihilation photons. The coin-
                       cidence detection of the annihilation photons obviates the need for collimation and makes PET far
                       more efficient than SPECT for detecting radioactivity. Even more importantly, there are positron-
                       emitting radionuclides for oxygen, carbon, nitrogen, and fluorine (Table 11.4), which allows a wide
                       range of molecules to be labeled as diagnostic agents. Many of these radionuclides have short half-
                                                        18
                       lives and require an on-site cyclotron. However,  F has a sufficiently long half-life that it can be (and is)
                       regionally provided, and there is no populated area of the United States where it is unavailable.
                                               68
                                        82
                       Several others such as  Rb and  Ga are available from radionuclide generators that provide the
                       radionuclides on demand despite their short half-lives.
                         Coincidence detection provides spatial resolution without the need for lead collimation by taking
                       advantage of the fact that the annihilation photons resulting from positron emission are approximately
                       colinear. Events are only counted if they are simultaneously detected by two opposed detectors. The
                       sensitive volume defined by the coincidence detectors is called a line of response (LOR). As illustrated
                       TABLE 11.4  PET Radionuclides
                                                           Positron     Photon        Photons
                       Radionuclide  Half-Life   Decay Mode  Energy (MeV)   Energy (keV)   per Decay
                         11 C       20.4 m     β+           0.96          511           2
                         13 N       10.0 m     β+           1.19          511           2
                         15 O        2.0 m     β+           1.72          511           2
                         18 F      109.8 m     β+, EC       0.63          511           1.93
                         82 Rb      76 s       β+, EC       3.35          511           1.9
                                                                          776           0.13
                         68 Ga      68.3 m     β+, EC       1.9           511           1.84
                         64 Cu      12.7 h     β–, β+, EC   0.65          511           0.38
                                                                          1346          0.005
                         124 I       4.2 d     β+, EC       1.54, 2.17    511           0.5
                                                                          603           0.62
                                                                          1693          0.3
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