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- W30467079 abstract "It is shown that the law of logarithmic growth of the average multiplicity of charged particles which holds in the high-energy region is not applicable at low energies because of important contributions from the preasymptotic terms. Allowance for these terms leads to a redefinition of the coefficient of ln s. The value of this coefficient obtained from a fit to the experimental data with allowance for all the preasymptotic terms is appreciably larger than that determined from the customary logarithmic fit and is in agreement with results of Mueller and Kancheli. It is shown that possible allowance for the mechanism of rapid growth of the total cross sections would not alter the logarithmic behavior of up to rather high energies, owing to a strong cancellation of the asymptotic terms. An asymptotic behavior approx.ln/sup ..nu..//sup +1/s (with sigma/sub tot/approx.ln/sup ..nu../s) would be observed only at much higher energies than those available at the ISR." @default.
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- W30467079 date "1976-08-01" @default.
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- W30467079 title "The multiplicity of charged particles in hadronic interactions at high energies" @default.
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