2008
DOI: 10.1140/epjc/s10052-008-0773-5
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Revisiting unitarity corrections for electromagnetic processes in collisions of relativistic nuclei

Abstract: Unitarity corrections to several electromagnetic processes in collisions of relativistic heavy nuclei are considered. They are due to the unitarity requirement for the S-matrix and correspond to the exchange of a light-by-light scattering block between colliding nuclei. We obtain improved results for the corrections to e + e − and μ + μ − pair production as well as new results for unitarity corrections to the production of photons via virtual Compton and virtual Delbrück scattering. These corrections can be nu… Show more

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Cited by 15 publications
(12 citation statements)
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“…In order to affirm the magnitude of the photonic dynamics within the point break, the entire reservoir point break of the Hamiltonian can be further developed as HI=kVk()abk+bka+abk+abk in the consideration of a photon's quantum dynamics. Thus, the scattering photon factors κ ( t ) and trueκ~()t (all the sub‐indices ( i, j )) in Equation are the most significant symbolization of photonic dynamics, and they can be expressed as ωc0.25em()t=italicIm[],u0.25em(),tt0/u0.25emtrue(tt0true)0.25em k0.25em()t=italicRe0.25em[],u0.25em(),tt0/u0.25emtrue(tt0true) truek̂()t=truev̇0.25em(),tt+2v0.25em(),tt0.25emk()t …”
Section: Methodsmentioning
confidence: 99%
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“…In order to affirm the magnitude of the photonic dynamics within the point break, the entire reservoir point break of the Hamiltonian can be further developed as HI=kVk()abk+bka+abk+abk in the consideration of a photon's quantum dynamics. Thus, the scattering photon factors κ ( t ) and trueκ~()t (all the sub‐indices ( i, j )) in Equation are the most significant symbolization of photonic dynamics, and they can be expressed as ωc0.25em()t=italicIm[],u0.25em(),tt0/u0.25emtrue(tt0true)0.25em k0.25em()t=italicRe0.25em[],u0.25em(),tt0/u0.25emtrue(tt0true) truek̂()t=truev̇0.25em(),tt+2v0.25em(),tt0.25emk()t …”
Section: Methodsmentioning
confidence: 99%
“…Because the current generated from photon relates to the solar irradiance and relativistic temperature conditions of the PV panel, the calculation can be written as IL=normalG0.25em[]ISC+KI0.25em()TCTref×Vmo where I sc means PV current at 25°C and KW/m2, KI represents the relativistic PV panel coefficient factor, T ref is the functional temperature of PV panel, and G indicates the solar energy in mW/m2 …”
Section: Electricity Transformationmentioning
confidence: 99%
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