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Self-deflection of a bright soliton in a separate bright―dark spatial soliton pair based on a higher-order space charge field

机译:基于高阶空间电荷场的亮暗空间孤子对中亮孤子的自偏转

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The self-deflection of a bright solitary beam can be controlled by a dark solitary beam via a parametric coupling effect between the bright and dark solitary beams in a separate bright―dark spatial soliton pair supported by an unbiased series photorefractive crystal circuit. The spatial shift of the bright solitary beam centre as a function of the input intensity of the dark solitary beam (ρ) is investigated by taking into account the higher-order space charge field in the dynamics of the bright solitary beam via both numerical and perturbation methods under steady-state conditions. The deflection amount (Δs_0), defined as the value of the spatial shift at the output surface of the crystal, is a monotonic and nonlinear function of ρ. When ρ is weak or strong enough, Δs_0 is, in fact, unchanged with ρ, whereas Δs_0 increases or decreases monotonically with ρ in a middle range of ρ. The corresponding variation range (δs) depends. strongly on the value of the input intensity of the bright solitary beam (r). There are some peak and valley values in the curve of δs versus r under some conditions. When ρ increases, the bright solitary beam can scan toward both the direction same as and opposite to the crystal's c-axis. Whether the direction is the same as or opposite to the c-axis depends on the parameter values and configuration of the crystal circuit, as well as the value of r. Some potential applications are discussed.
机译:明亮的孤立光束的自偏转可以通过一个黑暗的孤立光束,通过无偏串联光折射晶体电路支撑的一个单独的明暗空间孤子对中的亮和暗孤立光束之间的参数耦合效应来控制。通过考虑数值和扰动,研究了明亮孤立光束动力学中的高阶空间电荷场,研究了明亮孤立光束中心的空间位移与黑暗孤立光束输入强度(ρ)的关系。稳态条件下的方法。偏转量(Δs_0)定义为晶体输出表面的空间位移值,它是ρ的单调非线性函数。当ρ足够弱或足够强时,Δs_0实际上与ρ不变,而Δs_0在ρ的中间范围内随ρ单调增加或减小。相应的变化范围(δs)取决于。强烈取决于明亮的孤立光束(r)的输入强度的值。在某些条件下,δs与r的关系曲线中存在一些峰值和谷值。当ρ增大时,明亮的孤立光束可以朝与晶体c轴相同和相反的方向扫描。方向与c轴相同还是相反取决于晶体电路的参数值和配置以及r的值。讨论了一些潜在的应用。

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