| 1. | Macroscopic quantum phenomena and quantum computation in superconducting josephson devices
约瑟夫森器件中的宏观量子现象及超导量子计算 |
| 2. | Now there are three kinds of quantum phenomena which relate to the classical chaos : ( 1 ) energy level statistics
目前，人们已经发现与经典混沌有关的量子现象主要有三类，能级谱统计特征。 |
| 3. | And it expounds the two sides of the meaning of uncertainty relation based on the explanation of two typical quantum phenomena
在解释量子力学的两个典型事例的基础上，阐述不确定关系的两方面意义。 |
| 4. | As a macroscopic quantum system , bec has macroscopic wave - function . its phase is coherent and it can exhibit special macroscopic quantum phenomena
Bec作为宏观量子系统，具有宏观波函数，整个体系是相位相干的，能够表现特有的宏观量子现象。 |
| 5. | In this sense , bec research has made quantum phenomena become more real , like a rock you can directly see and kick instead of something talked about in the abstract
在此见解下，藉由研究bec可使量子现象更为真实，就像可以直接看到、踢到的石头一样，而不只是个抽象的讲法。 |
| 6. | As a result , quantum phenomena tend to be associated only with the world of elementary particles and with abstract thought experiments , such as the famous but mysterious schr ? dinger ' s cat , which exists in a quantum state that is simultaneously alive and dead
结果，量子现象常常只和基本粒子的世界以及抽象的想像实验有关，例如鼎鼎大名却神秘莫测的薛丁格的猫，它所存在的量子态，可以同时是活著、又是死的。 |
| 7. | We call the new quantum phenomenon that ca n ' t be explained by classical theory non - classical feature of cavity field . it has been proved by experiment , that quantum states of cavity field can exhibit three non - classical features , i . e . photon antibunching effect , sub - poissonian statistics distribution , and squeezed states
在光场与原子相互作用的过程中会出现某些不能为经典理论所解释的新的量子现象，人们统称这些现象为光场的非经典效应，目前实验上所观测到的非经典现象有光子的反聚束效应、亚泊松分布和光场的压缩效应。 |
| 8. | Furthermore , with overlapping of space - time waves , we know that quantum phenomena including wave - particle duality result from the impact of measurement and discover what hides behind the schrdinger equation . it is known that a math equation in physics is indispensable to certain special physical notions , but we find that schrdinger equation , as a principle in quantum mechanics , is lack of a should have
我们知道所有物理学的原理公设假设都源于基本物理概念，由于研究对象的差异，这些物理概念可以是具体的也可以是抽象的，科学家们应用数学方法对这些概念进行描述，并用数学方程式计算各种物理量的关系，就是说物理学中的数学方程式无法脱离物理概念而独立存在。 |
