1) mutual couple
相互偶合
1.
Through mutual couple of the drive variables of the chaos systems, we make two chaos systems which have different initial value become synchronization.
过对混沌系统的驱动变量进行相互偶合，使不同初值下的混沌系统达到同步。
2) pairing interaction
偶相互作用
3) coupling phase
偶合相
4) Dipole-dipole interaction
偶极相互作用
1.
The influence of Kerr medium on the intrinsic decoherence under the condition of existence of dipole-dipole interaction
偶极相互作用存在的前提下Kerr介质对系统纠缠度的影响
2.
The dipole-dipole interaction of the two atoms is discussed.
考虑了原子的偶极相互作用,通过计算Tavis-Cummings模型下压缩真空态的保真度,阐明了在双模压缩真空态与环境(原子)通过双光子发生相互作用过程中量子信息的保真程度随时间的演化关。
3.
The numerical results indicate that the quantum field entropy in the system is periodic oscillation with two peaks′ or many peaks′ structures;The quantum entanglement between the atoms decreases with the increase of the dipole-dipole interaction strength between them;The amplitude of the field quantum entropy decreases with the increase of the probability of the.
结果发现:在这个系统中,光场的量子场熵呈现出周期性振荡的双峰及多峰结构,特别是随着原子间偶极-偶极相互作用的增强,原子-原子间的量子纠缠程度逐渐减弱;随着初态中两原子同时处于低能级几率的增大,光场量子场熵的幅值逐渐降低,特别是当两原子均处于低能级时,光场与原子间几乎长时间退纠缠;场-原子间的耦合强度对光场量子场熵的演化周期有很大影响,随着场-原子间耦合强度的增大,光场量子场熵的演化周期明显减小。
5) dipole interaction
偶极相互作用
1.
The result shows that when the two atoms are in the different states, the couplingstrength of the atoms and cavity field and the strength of the dipole interaction arethe same, the entanglement between the two atoms increase with the increasing ofthe particle number is zero, the two atoms can not reach the maximal entanglement.
结果表明当两原子处于不同的态、原子和腔场的偶合强度和偶极相互作用强度相同时，随着腔场的粒子数增加，两原子间的纠缠逐渐增大，可以达到最大纠缠。
6) dipolar interaction
偶极相互作用
1.
Monte Carlo simulation is used to study the magnetic properties of magnetic monolayer films with an Ising_like model in which the exchange interaction and dipolar interaction are considered.
结果显示,随着偶极相互作用的增加,系统在低温下的磁化出现平台现象,此时磁化曲线可分为2个阶段,在低外场下,温度升高,系统易磁化,在高外场下则反之。
2.
Base on the Monte-Carlo simulation,the effect of exchange interaction constant Jex,dipolar interaction constant D and magnetic anisotropy constant K on magnetization curves,spin configuration of quantum dots are studied.
利用Monte-Carlo方法研究磁性量子点阵列在不同交换耦合常数Jex、偶极相互作用常数D和磁各向异性常数K下的磁化曲线及自旋组态。
补充资料：4-[(2-羟基-3,5-二硝基苯基)偶氮基]-1,3-苯二酚偶合物
CAS: 72245-21-7
分子式: C12H11N3O5S·C12H8N4O7·C6H7NO3S·C6H6N2O5S·3Na
中文名称: 重氮化2-氨基-5-硝基-苯甲酸钠；重氮化3-氨基苯磺酸钠；重氮化2-[(4-氨基苯基)氨基]-5-硝基苯磺酸钠；4-[(2-羟基-3,5-二硝基苯基)偶氮基]-1,3-苯二酚偶合物
英文名称: Benzenesulfonic acid, 2-amino-5-nitro-, monosodium salt, diazotized, coupled with diazotized 3-aminobenzenesulfonic acid monosodium salt, diazotized 2-[(4-aminophenyl) amino]-5-nitrobenzenesulfonic acid monosodium salt and 4-[(2-hydroxy-3,5-dinitrophenyl)
分子式: C12H11N3O5S·C12H8N4O7·C6H7NO3S·C6H6N2O5S·3Na
中文名称: 重氮化2-氨基-5-硝基-苯甲酸钠；重氮化3-氨基苯磺酸钠；重氮化2-[(4-氨基苯基)氨基]-5-硝基苯磺酸钠；4-[(2-羟基-3,5-二硝基苯基)偶氮基]-1,3-苯二酚偶合物
英文名称: Benzenesulfonic acid, 2-amino-5-nitro-, monosodium salt, diazotized, coupled with diazotized 3-aminobenzenesulfonic acid monosodium salt, diazotized 2-[(4-aminophenyl) amino]-5-nitrobenzenesulfonic acid monosodium salt and 4-[(2-hydroxy-3,5-dinitrophenyl)
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