The same place is that energy is a function of these four quantum numbers.
它就是这个结论,能量是这四个量子数的机能显示。
They are called quantum because it takes a packet of energy of a very specific size - a quantum - to create the states.
它们被称作量子因为物质只能接受一份份特定的能量——一个量子——来建立状态。
The idea is tied to quantum mechanics, which predicts that even in the vacuum of space, particles are constantly winking in and out of existence, generating energy.
这个理论附属于量子力学，预示着即便在空间真空中粒子仍快速出现、消失，并由此产生能量。
Quantum calculations, however, predict that the amount of vacuum energy in the universe should be more than a hundred orders of magnitude greater than has been observed.
然而，量子计算预示着宇宙中总真空能量应比已被观测到的能量高出一百多个数量级。
To generate useful energy, plants have evolved very sophisticated "nano-machinery" which operates with light as its energy source and gives a perfect quantum yield of 100%.
为了产生有效能，植物进化出了异常精密的“纳米机器”，它以光为能量来源，光能转化率达到了完美的100％。
And when you take quantum mechanics, you'll see that indeed you do get this set of evenly spaced energy levels.
当你们学习量子力学时，你们会看到你们的确得到，一套均等间隔的能级。
When the researchers sent a pulse of energy into the qubit, the resulting energy quantum was transferred to the resonator, which fluctuated accordingly.
当研究人员为qubit发射一个电子脉冲时，所产生的量子被转移到谐振器中，谐振器相应产生波动。
Consumer electronics: Tiny semiconductor crystals, called quantum dots, enable new forms of energy-efficient lighting.
消费电子：叫做量子点的微型半导体晶体能以新的形式实现节能照明。
Several years ago, scientists learned how to change the spin of such electrons using microwave energy and put them to work as quantum bits, or qubits.
数年前，科学家们已经掌握了怎么样通过微波能来改变这些电子的旋转，让它们像量子位元或者量子位一样工作。
Because of the confused role time plays in quantum mechanics, the references and meanings of energy-time uncertainty relation are different in different explanatory contexts.
由于时间在量子力学中的特殊性，能量-时间不确定性关系的指称和意义在不同的解释语境中各不相同。
The quantum inequality limits the magnitude and duration of negative energy.
这种量子不等式限制着负能量的大小和持续时间。
There exists inconsistency within quantum mechanics, because the rest energy of particle isnt considered in quantum mechanics.
量子力学存在逻辑矛盾，原因在于量子力学不考虑粒子所具有的静止能量。
The quantum nonthemal radiation and the average range of the particles all depend on the energy extent of the radiation particles.
此黑洞的量子非热辐射及其粒子的平均射程与辐射粒子的能量范围有关。
The ground state energy of strong-coupling polaron in parabolic quantum wires is calculated for the case where the electron interacted with bulk LO phonon and added electric field.
在考虑电子与LO声子相互作用和加电场的情况下，计算了抛物量子线中强耦合极化子的基态能量。
The ground state energy of weak-coupling polaron in a parabolic quantum dot considering the phonon dispersion is calculated using the squeezed-state variational approach.
在声子色散影响下利用压缩态变分法计算了抛物量子点中弱耦合极化子的基态能量。
The thesis concerns mainly about the ground state energy of weak coupling polaron in a parabolic quantum dot.
抛物量子点内弱耦合极化子的基态能量是本文的主要内容。
The system is in the state of the superposition of the two macroscopic quantum states. Thecoherent tunnelling between them leads to the energy splitting.
系统处于这两个宏观量子态的相干叠加态，它们之间由于相干隧穿导致能级的劈裂。
The main difficulty with a quantum mechanical on-particle interpretation is the occurrence of states with negative (kinetic) energy.
描写粒子的量子力学性主要困难是负(动能)能量状态的出现。
The response output depends on the light collecting efficiency in the position where the event happens and the energy of light quantum.
事件的响应输出取决于光电倍增管对于事件发生位置的光收集效率和事件的能量。
According to the hypothesis of the quantum mechanics and the theory of the classical mechanics the formula of the energy of Helium and similar Helium ion at ground state is derived.
本文根据量子力学假设及经典力学理论推导出氦及类氦离子基态能量的计算公式。
The relations of the vibrational frequency, the ground state energy, and the mean number of phonons of the strong-coupling bound magnetopolaron in a quantum dot with the temperature are derived.
采用线性组合算符和幺正变换方法研究量子点中强耦合束缚磁极化子性质的温度依赖性，导出了强耦合束缚磁极化子的振动频率、基态能量和声子平均数随温度的变化关系。
Achieving the energy level position in quantum Wells of quantum well infrared photodetectors (QWIPs) is the base of designing QWIP other parameters.
量子阱中能级位置的确定是获得量子阱红外探测器其它设计参数的基础。
The energy spectral problem of the ultrarelativistic quantum systems is investigated.
讨论极端相对论量子系统的能谱问题。
At first, quantum effects, the fabrication methods of semi-conductor quantum dots and theory of energy bands of quantum dots have been introduced briefly.
首先介绍了量子点的量子效应，量子点的激子态和量子点的基本能带理论。
It was this, as well as many other theories that led to the birth of a new science called "Quantum Physics", the complex study of matter, energy, light and the bases of all life - the atom.
相对论和其他一些新的理论形成了一门新的学科，叫做“量子物理学”，这一学科是物质，能量，光和所有的物质的基础——原子的复杂研究。
The ground state energy and the binding energy of a bound polaron in Quantum-dot Quantum well structure are calculated, and the free polaron is also studied.
我们数值计算了量子点量子阱结构中的自由极化子和束缚极化子的基态能量以及基态结合能。
As I watch the Energy of the global Quantum Awaken I see your hearts expand and contract in unison I see a mirror image of the universe in its pulsation and explosions.
当我注视着全球的量子觉醒的能量看到你们的心在同步地扩张收缩时，我看到了宇宙的跳动爆发的镜像。
The paper analyse non-adiabatic modification of energy transition and dynamic evolution for two-level atom in cavity with quantum high order adiabatic approximation (HOAA).
详尽地研究了驻波腔场中两能级原子运动的能量转移和动力学演化的非绝热修正。
On the basis of the charge discreteness, the quantum fluctuations fo the charge, current and energy in the mesoscopic metal dual rings are calculated by the minimum shift operator.
基于电荷离散化的事实，运用最小平移算符的性质，计算介观金属双环系统中电荷、电流以及能量的量子涨落，研究影响量子涨落的因素。
On the basis of the charge discreteness, the quantum fluctuations fo the charge, current and energy in the mesoscopic metal dual rings are calculated by the minimum shift operator.
基于电荷离散化的事实，运用最小平移算符的性质，计算介观金属双环系统中电荷、电流以及能量的量子涨落，研究影响量子涨落的因素。
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