Bounds on Average Multiplicity and Transverse Momentum in High-Enenrgy Hadron Collision
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概要
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Using the energy conservation law and the experimental fact that the single-particle distribution function in high-energy inclusive reaction a+b→c+X(c≠a,b) is bounded as [numerical formula] we prove the following inequalities for average multiplicity and transverse momentum of measured particle c: <n_c><const (A_cs/σ_<in>)^<1/3>, <n_c><const (A_c/σ_<in>)<p_<T_c>>^2log s, A_c being a constant or possibly a function of S. For the reactions a+b→(a or b)+X, similar inequalities are also derived by taking into account the diffraction peak. These bounds become severe, if a scaling is assumed. A comparison with recent high-energy data is made.
- 理論物理学刊行会の論文
- 1974-06-25
著者
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YOKOMI Hiroyuki
Department of Applied Mathematics, Faculty of Engineering Science, Osaka University
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Yokomi Hiroyuki
Department Of Applied Mathematics Faculty Of Engineering Science Osaka University
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YOTSUYANAGI Ichiro
Department of Physics, Kanazawa Medical University
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YOTSUYANAGI Ichirou
Department of Physics, Kanazawa Medical University
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Yotsuyanagi Ichiro
Department Of Applied Mathematics Faculty Of Engineering Science Osaka University
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YOTSUYANAGI Ichiro
Department of Applied Mathematics, Faculty of Engineering Science, Osaka University
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