Essentials of Nuclear Medicine Physics, Instrumentation, and Radiation Biology. Rachel A. Powsner

Essentials of Nuclear Medicine Physics, Instrumentation, and Radiation Biology - Rachel A. Powsner


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Schematic illustration of transient equilibrium in a 99Mo–99mTc generator. Schematic illustration of secular equilibrium. Schematic illustration of cyclotron.

      Indium‐111 (111In) is produced in a cyclotron. The accelerated (bombarding) particles are protons. The target atoms are cadmium‐112 (112Cd). When a proton enters the nucleus of a 112Cd atom, the 112Cd is transformed into 111In by discharging two neutrons. This reaction can be written as:

upper C a d m i u m minus 112 left-parenthesis p r o t o n comma t w o n e u t r o n s right-parenthesis upper I n d i u m minus 111

      or

Superscript 112 Baseline upper C d left-parenthesis p comma 2 n right-parenthesis Superscript 111 Baseline upper I n

      Other examples of cyclotron reactions include 121Sb(α,2n)123I, 68Zn(d,n)67Ga, and 10B(d,n)11C, where the symbols α and d denote alpha particles and deuterons (proton plus neutron) respectively.

      Radionuclides for nuclear medicine are also produced in nuclear reactors. Some examples include 131I, 133Xe, and 99Mo.

      Reactor basics

      Kinetic energy

      Kinetic means “motion.” The form of energy attributable to the motion of an object is its kinetic energy. Kinetic energy is related to both the mass (m) and velocity (v) of the object, specifically ½ mv2. A moving car has kinetic energy, a parked car does not. A speeding car contains a great deal of kinetic energy that can be dissipated rapidly as heat, noise, and the destruction of metal in a collision.

Schematic illustration of a nuclear reactor.

Schematic illustration of chain reaction involving 235U and slow neutrons.

      Fission

      In this process, the desired radionuclide is one of the fission fragments of a heavy element (Z > 92), either the fuel atom itself or the atoms of a target placed inside the reactor. The by‐product is chemically separated from the other fission fragments. The fission reaction is denoted as

StartLayout 1st Row Superscript 235 Baseline upper U r a n i u m left-parenthesis n e u t r o n comma f i s s i o n right-parenthesis d a u g h t e r 2nd Row n u c l i d e EndLayout

      For example, the formation of iodine‐131 and molybdenum‐99 are written as

Superscript 235 Baseline normal upper U left-parenthesis n comma f right-parenthesis Superscript 131 Baseline normal upper I a n d Superscript 235 Baseline normal upper U left-parenthesis n comma f right-parenthesis Superscript 99 Baseline upper M o

      Neutron capture

upper T a r g e t left-parenthesis n e u t r o n comma g a m m a right-parenthesis d a u g h t e r n u c l i d e

      For example:

Superscript 98 Baseline upper M o left-parenthesis n comma gamma right-parenthesis upper M o Superscript 99

      When the target atom captures a fast neutron a proton can be emitted. This capture reaction is sometimes referred to as transmutation and is symbolized as

upper T a r g e t left-parenthesis n e u t r o n comma p r o t o n right-parenthesis d a u g h t e r n u c l i d e

      For example:

Superscript 32 Baseline normal upper S left-parenthesis n comma p right-parenthesis Superscript 32 Baseline normal upper P

      A


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