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1)  near-zero dispersion
近零色散
2)  nearly-zero flattened dispersion
近零色散平坦
3)  zero dispersion
零色散
1.
Efforts are also made to study the possibility of shifting the zero dispersion wavelength of photonic crystal fibers and designing photonic crystal fibers with ultra-fla.
探讨了利用无量纲色散方法控制光子晶体光纤零色散点和设计平坦色散光子晶体光纤的可能性 。
2.
A Galerkin′s method based numerical procedure is used to design photonic crystal fibers with zero dispersion wavelength at 800 nm.
基于Galerkin方法计算并设计了在 80 0nm处具有零色散的光子晶体光纤。
4)  the zero dispersion
零色散
1.
 The relation between the dispersion and the loss for optical pulse propagating without distortion near the zero dispersion point in the fiber with slowly decreasing dispersion is obtained by means of an extended nonlinear Schrodinger equatiton.
利用准非线性薛定谔方程,得出在零色散波长处光脉冲在色散缓变光纤里无畸变传输所满足的色散和损耗的关系。
5)  zero dispersion point
零色散点
1.
It is indicated that the zero dispersion point is hardly influenced by the number of air holes in cladding with large relative apertures.
用多极方法数值研究构成六重对称全内反射型光子晶体光纤各种结构参数对基模零色散点的调节。
6)  Zero dispersion region
零色散区
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