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Some physical solutions of Yang’s equations forSU(2) gauge fields, Charap’s equations for pion dynamics and their combination

机译:Yang的SU(2)规范场方程,Charap的pion动力学方程及其组合的一些物理解

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摘要

Some previously obtained physical solutions [1–3] of Yang’s equations forSU(2) gauge fields [4], Charap’s equations for pion dynamics [5,6] and their combination as proposed by Chakraborty and Chanda [1] have been presented. They represent different physical characteristics, e.g. spreading wave with solitary profile which tends to zero as time tends to infinity, spreading wave packets, solitary wave with oscillatory profile, localised wave with solitary profile which becomes plane wave periodically, and, wave packets which are oscillatory in nature.
机译:提出了一些先前获得的关于SU(2)规范场的Yang方程[4]的物理解[1-3],用于介子动力学的Charap方程[5,6]以及Chakraborty和Chanda [1]提出的组合。它们代表不同的物理特性,例如具有随时间趋于无穷大的趋于零的孤立轮廓的扩展波,扩展波包,具有振荡轮廓的孤立波,具有周期性变为平面波的孤立轮廓的局部波以及本质上具有振荡的波包。

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