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Unconventional Medium Effect in K^+ Scattering From ~6Li,^(12)C,^(28)Si and ^(40)Ca
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作者 C.H.Cai P.Z.Ning +2 位作者 H.Shen Z.M.Xue S.Y.Yu 《Chinese journal of nuclear physics》 1995年第2期95-101,共7页
The results of comprehensive microscopic optical model calculations are pres-ented for the K<sup>+</sup> scattering from <sup>6</sup>Li,<sup>12</sup>C,<sup>28</sup>Si an... The results of comprehensive microscopic optical model calculations are pres-ented for the K<sup>+</sup> scattering from <sup>6</sup>Li,<sup>12</sup>C,<sup>28</sup>Si and <sup>40</sup>Ca at incident momenta 400-800MeV/c.The unconventional medium effect (i.e.the density-dependent correction forthe K<sup>+</sup>-nucleon scattering amplitude) is considered in two approaches.Both results arein agreement with recent experimental data.The influence of the correction on K<sup>+</sup> scat-tering from different nuclei are discussed in detail and only a weak dependence of thein-medium nucleon“swelling”effects on the mass number of target nuclei is found ex-cept for very light loosely-bound nucleus. 展开更多
关键词 UNCONVENTIONAL medium effect Ratio of total CROSS SECTIONS of K^+-nucleus to K^+-d Differential CROSS SECTIONS of K^+ SCATTERING QUARK NJL model
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ON THE STABILITY OF NON-AUTONOMOUS MOTION OF NON-LINEAR AUTOMATIC CONTROL SYSTEMS WITH TIME-LAGS
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作者 斯力更 《Chinese Science Bulletin》 SCIE EI CAS 1983年第1期10-15,共6页
A. K. Begelbahyev investigated problems of determination of stability limit for autonomous motion and non-autonomous motion of non-linear automatic control systems; as well as problems of determination of stability li... A. K. Begelbahyev investigated problems of determination of stability limit for autonomous motion and non-autonomous motion of non-linear automatic control systems; as well as problems of determination of stability limit for autonomous motion of non-linear automatic control systems with time-lags. Recently, the author used the method introduced in [4] to improve the results of [2]. 展开更多
关键词 autonomous 蛇山 satisfy notation PERTURBATION DIFFERENTIABLE furthermore 孟公 INEQUALITY ROOTS
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