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quantum state相关的网络例句

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与 quantum state 相关的网络例句 [注:此内容来源于网络,仅供参考]

So, the average density of spatial energy of spatial radius is the length of Planck of relative time-space cosmic energy follow the rise and fall of quantum spatial measurement, at original cosmic time-space set out, from the structure-energy of mass 16.38×10-71 N · m to the space-energy of 8.19×10-71 N · m and the mass-energy of 8.19×10-71 N · m, come to do not exceed the structure-energy of mass 32.76×10-71 N · m to the space-energy of 8.19×10-71 N · m and the mass-energy of 24.57×10-71 N · m, not smaller the structure-energy of mass 21.84×10-71 N · m to the space-energy of 8.19×10-71 N · m and the mass-energy of 13.65×10-71 N · m, come to do not symmetrically gradually belong to stabilization thus at reductively fluctuate, not can reversely strides across reach the stable state of structure-energy mass 24.57×10-71 N · m to the space-energy of 8.19×10-71 N · m and the mass-energy of 16.38×10-71 N · m maintain unchanging.

所以,宇宙能量的相对时空空间的半径为普朗克长度的空间的能量平均密度随宇称量子的涨与落,在原初的宇宙时空启动,从16.38×10-71N · m 质量结构能对于8.19×10-71N · m 空间能与8.19×10-71N · m 质能,成不大于32.76×10-71N · m 质量结构能对于8.19×10-71N · m 空间能与24.57×10-71N · m 质能,不小于21.84×10-71N · m 质量结构能对于8.19×10-71N · m 空间能与13.65×10-71N · m 质能,成不对称地递归于稳定而在缩小地波动,不可逆地跨越到24.57×10-71N · m 质量结构能对于8.19×10-71N · m 空间能与16.38×10-71N · m 质能的稳定状态保持不变。

In this paper,the rate constant and equilibrium constant of the crack reaction of methyl silicane were obtained with the transition state theory and quantum chemistry calculation.

本文采用过渡态理论和量子化学计算方法,首次计算得到了甲硅烷裂解反应的速率常数和平衡常数,并对结果进行了讨论。

Amplitude decoherence is much more sophisticated than phase decoherence. To describe its properties, we develop a method called the short-time perturbative expansions for the state fidelities. This approach is proven to be a useful tool for studying open quantum systems.

振幅消相干要比相位消相干复杂得多,为了完整地描述振幅消相干的特性,我们发展了一种新的处理量子开放系统的方法,即态的保真度的短时微扰展开法,该方法被证明是研究复杂量子开放系统的一个有力的工具。

This proposal only requires two atoms for receiving the teleported state, and two cavities as the quantum channel.

在这个方案里,我们只需要用两个原子接受被传送的原子态以及两个单模腔作为量子通道。

We measured electron transport state spectra of an In0.05Ga0.95As vertical double quantum dot.

我们量测了铟镓砷(In0.05Ga0.95As)垂直双量子点的传输频谱。

Finally the effect of quantum lattice fluctuation in exciton state is studied by variational method.

论文的最后研究了量子晶格涨落对激子态的影响,通过对哈密顿量的幺正变换,得到激子态的激发能,对计算结果进行分析最后给出结论。

His exclusion principle states that no two electrons in an atom can exist in the same quantum state.

他的不相容原理规定:一个原子中不能有两个电子处于同一量子态。

Secondly, the constrained path quantum Monte Carlo method to compute the ground-state properties of interacting fermion systems is described in detail.

然后详细叙述了用来研究相互作用费米子系统基态性质的约束路径量子蒙特卡罗方法,通过二维单带Hubbard模型中电子系统的基态能量以及各种关联函数的计算,检验了这种算法的可行性与正确性。

It may behelpful for understanding the entanglements of fermions in nanostructures and usefulfor future studying in solid-state quantum computation.

这些结果有助于理解纳米结构中的全同费米子关联特性,并可能对未来的固态量子计算研究有所帮助。

The nucleon is the bound state of guarks and gluons, which is described by the quantum chromodynamics.

核子是夸克、胶子的束缚态,由量子色动力学QCD描述。

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