Automodellism in the large-angle elastic scattering and structure of hadrons
Automodellism in the large-angle elastic scattering and structure of hadrons
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DOI:
10.1007/bf02728133
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发表时间:
1973-08
期刊:
影响因子:
--
通讯作者:
V. A. Matveev;R. Muradyan;A. Tavkhelidze
中科院分区:
文献类型:
--
作者:
V. A. Matveev;R. Muradyan;A. Tavkhelidze
1,-In studying the processes of elastic hadron collisions one of the important problems now is the investigation of reactions with large momentum transfers. The corresponding kinematic region is--t, s-+ co at t/s fixed, or, due to the formula cos0== 1 W-2t/s, the region of large-angle scattering in the centre-of-mass system. Interest in these processes is due to the present experimental possibilities of getting largo momentum transfers on new accelerators (1). 0n the other hand, there are some theoretical arguments to expect that the interaction mechanism at large momentum transfers differs essentially from that one which determines the region of small momentum transfers.The usual opinion is that the elastic collisions with small t are determined by a global structure of hadrons like, for example, the effective radius of interaction of the order of 1 fm which is related to the slope parameter of the differential cross-section. It is natural to expect that in elastic collisions with extremely large momentum transfers an inner local structme of hadrons, which as is presently assumed has a (~ hard, or (~ pointlike~ character, becomes more important. In this paper we should like to point to the possibility of revealing a local or pointHke structure of hadrons in pure hadronie~ eactions of elastic scattering at large momentum transfers. In the framework of the quark model by using the principle of automodellism (~) it is shown that in the limit--t, s--> oo at t/s fixed the automodel asymptotic relations for the differential cross-sections of elastic hadron-hadron and electron-h~ dron reactions of Table I hold. In the general case of two-particle collisions the differential cross-section of largeangle elastic sea% ering has the asymptotics