- 更多网络例句与量子力学相关的网络例句 [注：此内容来源于网络，仅供参考]
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Have already perplexed people for morethan 100 years. In order to have solution of quantum mechanics problem, I have spent 43years in these issues. I thought that I have perfectly resolved a series of "hypothetical problem" of the quantummechanics, giving a quite good answers to a series hypothesis like quantum, Planckconstant, De Broglie relation, uncertainlyrelation, electron angular momentum etc. The answer is that Quantum mechanicschange into "Electronphysics". This is a greatleap in the development of physics.
为了解决量子力学问题，我已花了四十三年时间，自认为已经相当完美地解决了量子力学的一系列"假设"问题，对于量子、普朗克常数、德布罗意关系、测不准关系、电子角动量等一系列假设已经给出了相当好的答案，使量子力学转变为"电子物理学"，这应是物理学发展的一次大飞跃。
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In this book the emphasis is on the role of the Dirac equation in the relativistic quantum mechanics of spin-1.2 particles. We cover the range from the description of a single free particle to the external field problem in quantum electrodynamics.
本书着眼于Dirac方程在1/2自旋粒子的相对论量子力学的作用，覆盖了从单个自由粒子的相对论量子力学到量子电动力学的外加场问题。
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Since then, it has achieved huge success and no experiment we have found is disobedient with it.
迄今为止，量子力学取得了巨大的成功，还没有发现有与其相违背的实验，但不是量子力学所有的基础性问题都已经很好的解决。
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Quantum mechanic requires the states of a dynamical system and the dynamical variables to be interconnected in quite strange ways that are unitelligible from the classical standpoint.
这一章内容内容要概括是一件很不容易的事情。首先Dirac讨论了量子力学与经典力学的重要区别：在量子力学，一个力学系统的态与力学变量的联系方式很不一样。
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Based on the Lie algebra that describes the symmetries, it is proved in this dissertation that a sufficiently large class of control Hamiltonians can be provided by the universal enveloping algebra of the Lie algebra, on which the quantum mechanical control systems can be modelled.
基于描述量子力学系统对称性的李代数结构，本文证明该李代数的泛包络代数提供了足够大的一类控制哈密顿量，因而可以在其上建立量子力学控制系统的模型。
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An alternative formulation of quantum mechanics is Feynman's path integral formulation, in which a quantum-mechanical amplitude is considered as a sum over histories between initial and final states; this is the quantum-mechanical counterpart of action principles in classical mechanics.
一个量子力学的代用公式是费曼路径积分公式，在其中量子力学振幅被认为是超过最初与最后态历史的总和；这就是在经典力学里量子力学作用原理的相似物。
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Thus we review the train of thoughts which Heisenberg founded quantum mechanics and stress the important of the matrix forms in quantum mechanics.
在回顾了Heisenberg创立矩阵力学的基本思路之后，在其后对量子力学的论述中，强调了量子力学中的矩阵形式。
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The aim of this paper is to answer the query on the foundation of quantum mechanics advanced by Tao Zongying in articles,Acta Mathematica Scientia,1982,2(2):183～192 and Acta Photonica Sinica,1997,26(9):769～770.It is shown,based on the globalism concept in quantum mechanics,that Landau and Lifshitz′s momentum probability distribution function of a particle in a one dimensional infinitely deep square potential well is correct,and that Pauli and other′s distribution function is incorrect.The problem of mome...
本文回答了文献1～2对量子力学提出的疑问基于量子力学的整体性概念指出，Landau和Lifshitz给出的一维无限深方势阱中粒子的动能概率分布函数是正确的，Pauli等人给出的概率分布函数是不正确的从量子测量理论的角度讨论了一维谐振子的动量概率分布问题，并且指出势能大于本征能量的概率不为零并不表示存在负动能的概率分布区域
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However this principle exhibits itself only in a multipartite quantum system, thus it is difficult to understand it in simple single particle quantum systems.
利用这一联系反过来可以帮助我们理解广义量子干涉原理，因为在量子计算机中一切计算都是普通的量子力学所允许的量子操作，因此广义量子干涉原理就是普通的量子力学体系所允许的原理，而这个原理只是在多体量子力学体系中才会表现出来。
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On one hand, profound understanding of harmonic oscillator model through various ways is crucial to understand the essence of quantum mechanics and research into micro physical models by means of quantum mechanics; on the other hand, the application of algebraic approach to solve the eigenvalues and wave function of mechanics is the main means to solve the actual problems in quantum mechanics.
简谐振子模型是量子力学中极其简单又重要的模型，其物理思想在其他相关的学科中都有着广泛的应用，通过多种途径去深入理解简谐振子模型，对理解量子力学的实质和运用量子力学作为工具去研究微观物理模型都有重要的意义；另一方面在实际工作中应用代数方法去求解力学量的本征值和波函数是研究量子力学的主要手段。
- 更多网络解释与量子力学相关的网络解释 [注：此内容来源于网络，仅供参考]
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exchange integral：交換積分(量子力学)
exchange force 交換力 | exchange integral 交換積分(量子力学) | exchange rates 為替相場
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quantum mechanics：量子力学
(5) 量子力学(Quantum Mechanics)是研究微观粒子的运动规律的物理学分支学科,它主要研究原子、分子、凝聚态物质,以及原子核和基本粒子的结构、性质的基础理论,它与相对论一起构成了现代物理学的理论基础.
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quantum mechanics：量子力学=>量子力学
量子力学 量子力学(Quantum Mechanics)是研究微观粒子的运动规律的物理学分支学科,它主要研究原子、分子、凝聚态物质,以及原子核和基本粒子的结构、性质的基础理论,它与相对论一起构成了现代物理学的理论基础.
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quantum mechanics：物理学量子力学
物理学热力学与统计物理Thermodynamics and Statistical Physics | 物理学量子力学Quantum Mechanics | 物理学物理学实验Experiment of Physics
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Advanced Quantum Mechanics：高等量子力学
哪位物理达人知道,目前国外那本高等量子力学(Advanced Quantum Mechanics)的教材比较好啊?哪儿有它的影印本或电子书啊?
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Advanced Quantum Mechanics：量子力学
哪位物理达人知道,目前国外那本高等量子力学(Advanced Quantum Mechanics)的教材比较好啊?哪儿有它的影印本或电子书啊?
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quantum mechanics of wave field：波场量子力学
quantum mechanics 量子力学 | quantum mechanics of wave field 波场量子力学 | quantum nature of light 光的量子性质
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quantum-mechanical component：量子力学元件
quantum-mechanical clock 量子力学钟 | quantum-mechanical component 量子力学元件 | quantum-mechanical memory circuit 量子力学存储电路
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quantum-mechanical operator：量子力学算符
quantum-mechanical memory machine 量子力学存储器 | quantum-mechanical operator 量子力学算符 | quantum-mechanical storage capacity 量子力学存储容量
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quantum-mechanical calculation：量子力学计算
quantum-mechanical 量子力学的 | quantum-mechanical calculation 量子力学计算 | quantum-mechanical circuit 量子力学电路