A soliton can travel long distances without changing its shape.
孤子可以在很长距离内传播而不改变形状。
In nonlinear optics, solitons arise when dispersion is balanced by nonlinearity, enabling stable pulses in fiber cables.
在非线性光学中,当色散与非线性效应相互平衡时会产生孤子,使光纤中的脉冲保持稳定。
Norman J. Zabusky & Martin D. Kruskal (1965), Interaction of “Solitons” in a Collisionless Plasma and the Recurrence of Initial States(经典论文,推动“soliton/孤子”一词的定型与传播)
P. G. Drazin & R. S. Johnson, Solitons: An Introduction(专著,系统介绍孤子理论与应用)
Mark J. Ablowitz & Harvey Segur, Solitons and the Inverse Scattering Transform(专著,逆散射方法与孤子理论代表作)
Roger K. Dodd et al., Solitons and Nonlinear Wave Equations(专著,非线性波方程与孤子解的经典教材)