摘要
在数值和实验上研究了向列相液晶中空间光孤子的相互作用.向列相液晶中的响应函数为指数衰减函数,这不同于Snyder-Mitchell模型.数值模拟发现向列相液晶中的孤子相互作用仍然满足交叉点位置与输入功率的平方根成反比,强非局域下的Snyder-Mitchell模型交叉点位置与两束光的间距无关,而在向列相液晶中交叉点位置与两束光的间距有关;在实验上发现,向列相液晶中两束光交叉点的位置与输入功率平方根成反比,还和形成孤子的临界功率以及两束光之间的间距有关.
In this paper, we investigate the interactions between optical spatial solitons in nematic liquid crystals （NLC） with numerical simulations and experiments. The response function is exponential-decay function in NLC, which is different from the Snyder-Mitchell model. Through numerical simulations, we discovered that the crosspoint of soliton interaction is in inverse proportion to the square root of injection power in NLC . We also found that the position of crosspoint is independent of the distance between solitons in strong nonlocal Gauss function response, but it is not the same with exponential-decay function in NLC. Through experiments,we found the positions of crosspoint is in inverse proportion to the square root of inject power,it is also related to the critical power of solition formation and the distance between solitons.
出处
《物理学报》
SCIE
EI
CAS
CSCD
北大核心
2008年第1期285-290,共6页
Acta Physica Sinica
基金
国家自然科学基金(批准号:10674050,10474023)
广东省高等学校科技创新团队项目(批准号:06CXTD00S)资助的课题~~
关键词
强非局域非线性
向列相液晶
孤子相互作用
交叉点
strong nonlocal nonlinear, nematic liquid crystals, interactions between solitons, crosspoint
