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Nuclear charge radiation

A neutron can get close to a target nucleus more easily than a proton can. Because a neutron has no charge and hence is not repelled by the nuclear charge, it need not be accelerated to such high speeds. An example of neutron-induced transmutation is the formation of cobalt-60, which is used in the radiation treatment of cancer. The three-step process starts from iron-58. First, iron-59 is produced ... [Pg.826]

Thus, the average stopping power is proportional to the initial energy except for corrections due to atomic collisions (electronic excitation) near 108 eV. For a medium of nuclear charge Ze and mass number A, the radiation length is given by (Bethe and Ashkin, 1953)... [Pg.42]

The Moseley equation, v = A(Z -B)2, where v is the frequency of the emitted X-ray radiation, Z is the atomic number and A and B are constants, relates the frequency of emitted X-rays to the nuclear charge for the atoms that make up the target of the cathode ray tube. X-rays are emitted by the element after one of its K-level electrons has been knocked out of the atom by collision with a fast moving electron. In this question, we have been asked to determine the values for the constants A and B. The simplest way to find these values is to plot Vv vs. Z. This plot provides Va as the slope and - Va (B) as the y -intercept. Starting with v = A(Z-B)2, we first take the square root of both sides. This affords Vv = Va (Z - B). Multiplying out this expression gives Vv = Va (Z)... [Pg.192]

Figure 4. Schematic arrangement of the TRACER balloon instrument. The nuclear charge Z of traversing cosmic-ray nuclei is determined with plastic scintillators. An acrylic Cherenkov counter determines their Lorentz factor 7 at low energies, and arrays of single-wire proportional tubes measure 7 from the relativistic rise in specific ionization, and from transition radiation signals. Figure 4. Schematic arrangement of the TRACER balloon instrument. The nuclear charge Z of traversing cosmic-ray nuclei is determined with plastic scintillators. An acrylic Cherenkov counter determines their Lorentz factor 7 at low energies, and arrays of single-wire proportional tubes measure 7 from the relativistic rise in specific ionization, and from transition radiation signals.
The field of force of the core of an atom is, at a sufficiently great distance, a Coulomb- field of force. In the case of the neutral atom it corresponds to the effective nuclear charge Z=l, in the case of the 1-, 2-. . . fold ionised atom Z=2, 3. . . respectively. The orbits of the radiating electron at a large distance are therefore similar to those in the case of hydrogen. They differ from the Kepler ellipses only by the fact that the perihelion executes a slow rotation in the plane of the orbit. The semi-axes and parameter of the ellipses are, by (9), (10), and (11) of 22,... [Pg.153]

Transition probabilities for rotational levels. The excitation of a high member of the rotational spectrum in an even-even nucleus is followed by a cascade of 2 radiation. In an even-odd nucleus the cascade is less simple because E2 cross-over transitions are possible and the transition between one level and the next can consist of a mixture oi E2 and Mi radiation. If the transition probabilities were comparable with those to be expected of single particle transitions, E2 radiation at these energies (100 kev or less) would be far weaker than Mi radiation. The existence of strong E2 components and the successful competition of the E 2 components in the cross-over transitions is a clear indication of the collective nature of these processes where presumably the whole nuclear charge contributes to the emission of quadrupole radiation. [Pg.338]

In this chapter we learn how to describe nuclear reactions by equations analogous to chemical equations, in which the nuclear charges and masses of reactants and products are in balance. Radioactive nuclei most commonly decay by emission of alpha, beta, or gamma radiation. [Pg.874]

Other minor atomic figures rose and fell with regularity. Dell s Nukla—in real life Matthew Gibbs—found he could hurl nuclear energy from his fingertips, but (fortunately) this produced no harmful side effects. As the comic carefully explained, Nukla s power was pure atomic energy "There is no fallout and very little radiation as the explosions he creates. .. are products of his nuclear charged will." Nukla lasted for four issues. [Pg.121]


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See also in sourсe #XX -- [ Pg.936 , Pg.938 , Pg.940 ]




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Nuclear charge

Nuclear radiation

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