Total Cross-Section Measurements
Total Cross-Section Measurements

Author: G. Giacomelli

Publisher: Elsevier

Published: 2013-10-22

Total Pages: 152

ISBN-13: 1483181529

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Total Cross-Section Measurements discusses the cross-sectional dimensions of elementary hadron collisions. The main coverage of the book is the resonance and high energy area of the given collision. A section of the book explains in detail the characteristic of a resonance region. Another section is focused on the location of the high energy region of collision. Parts of the book define the meaning of resonance in nuclear physics. Also explained are the measurement of resonance and the identification of the area where the resonance originates. Different experimental methods to measure the total cross section of a charged particle are given. One such method is the transmission method. Bubble chamber measurement is another method that is covered in the book. Systems of analysis such as the pion-nucleon system, the K–-nucleon system, and K+- nucleon system are discussed. The book is an excellent guide for nuclear physicists and students of physics.

Inelastic Cross-sections for Fast-electron Collisions [microform]
Inelastic Cross-sections for Fast-electron Collisions [microform]

Author: Rogelio Muñoz

Publisher: National Library of Canada

Published: 1983

Total Pages: 0

ISBN-13: 9780315269163

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Transmission electron energy-loss has been used to determine the angular and energy dependence of the cross-section for K-shell ionization of Al, and L-shell ionization of Cr, Fe, and Cu. On the basis of these experimental results it was found that sinple hydrogenic theory predicts veil the angular distribution of inner- shell scattering and shows a reasonable absolute agreement for a large energy window. In addition, total-inelastic cross-sections for these elements were measured and corpared with Lenz, Hartree- Slater, and Plasmon theory. The experiments show that a free- electron plasmon model predicts fairly veil the cross-section for elements such as Al. For Cr, Fe, and Cu an atonic model is more appropriate.