9. A gamma ray of energy E incident on a stationary proton produces a pion as...
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9. A gamma ray of energy E incident on a stationary proton produces a pion as per the reaction P+Y→T+ p. m m_²[1+ 2] 2mp (a) Show that the threshold energy required for the reaction is E = m₂c²1+ (b) If the pion is emitted at right angles to the incident gamma ray photon, show that its energy is (Emp+mc? /2)] E + mp = [ E₁ = c² 10. Show that the threshold in kinetic energy at which an accelerated proton beam will begin to produce proton antiproton pair (using stationary proton target) in the reaction p + p→p+p+p + p¯‚ is 6mc² where mp is the rest mass of proton/antiproton. 9. A gamma ray of energy E incident on a stationary proton produces a pion as per the reaction P+Y→T+ p. m m_²[1+ 2] 2mp (a) Show that the threshold energy required for the reaction is E = m₂c²1+ (b) If the pion is emitted at right angles to the incident gamma ray photon, show that its energy is (Emp+mc? /2)] E + mp = [ E₁ = c² 10. Show that the threshold in kinetic energy at which an accelerated proton beam will begin to produce proton antiproton pair (using stationary proton target) in the reaction p + p→p+p+p + p¯‚ is 6mc² where mp is the rest mass of proton/antiproton.
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Related Book For
Probability & Statistics for Engineers & Scientists
ISBN: 978-0130415295
7th Edition
Authors: Ronald E. Walpole, Raymond H. Myers, Sharon L. Myers, Keying
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