1) quantum reactive scattering
量子反应散射
2) Quantum mechanical reactive scattering theories
量子反应散射理论
3) Electron backscattering effect
电子反散射效应
4) quantum inverse scattering method
量子反散射方法
1.
The SU(2)-invariant Thirring model with non-diagonal open boundaries in one spatial and one time dimensions is studied in the framework of quantum inverse scattering method.
利用量子反散射方法研究了1+1维时空中具有非对角开边界条件下的SU(2)不变Thirring模型。
2.
In this thesis , the integrability of generalized multi-component fermi quantum derivative nonlinear Schrodinger (DNLS) model has been studied by using the quantum inverse scattering method (algebraic Bethe Ansatz method).
本文利用量子反散射方法(代数Betheansatz方法)详细讨论了推广的多分量费米型量子可导非线性Schr(?)dinger(DNLS)模型的构造及其可积性的证明问题。
5) The quantum inverse scattering method(QISM)
量子反散射法
6) reactive scattering
反应散射
1.
Experimental results show that both inelastic and reactive scattering are significant, and that nuclear spin is conserved in the former process.
实验研究表明,在高里德伯态氢原子与D2的散射中,非弹性散射和化学反应散射都是重要的。
2.
According to the method suggested by Alhassid-Levine,the Dynamical Lie Algebras Afor the reactive scattering system H+H_2(α)→H+H_2(β)are found.
利用李代数方法构造反应散射系统Ｈ＋Ｈ＿２（α）→Ｈ＋Ｈ＿２（β）的动力学代数Ａ。
补充资料：单量子阱(见量子阱)
单量子阱(见量子阱)
single quantum well
单且子阱sillgle quantum well见量子阱。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条