- 更多网络例句与能量算符相关的网络例句 [注：此内容来源于网络，仅供参考]
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We have obtained the following main significant results:(1) A master constraint operator for LQG is constructed, which is shown to be self-adjoint in the diffeomorphism invariant Hilbert space. Thus it lays a foundation for the master contraint programme in LQG;(2) The Immirzi parameter ambiguity in LQG is fixed by introducing supersymmetry, which leads to the conclusion that in the case where matter fields are coupled LQG might prefer supersymmetry in low energy;(3) The current accelerating expansion of our universe is successfully explained in the context of 5-dimensional Brans-Dicke theory, which gives a natural strategy to solve the dark energy problem.
重要成果包括：(1)构造出圈量子引力的Master约束算符，并证明了其自伴性，从而为应用Master约束方法解决量子动力学的难题奠定了基础；(2)通过引入超对称合理地固定了Immirzi参数，得出了在与物质场耦合的低能情况下圈量子引力可能偏爱超对称的结论；(3)用五维Brans-Dicke理论成功地解释了当今宇宙的加速膨胀，从而给出了一个自然解决暗能量问题的方案。
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Recently Wang and Xiao discussed the excitation state energy of polaron in polyatomic crystals for the first time.
近年来国内外对多原子极性晶体中磁极化子性质的研究十分活跃，Zorkani等采用变分法计算了束缚磁极化子的基态能量，Kandemir等采用束缚朗道态讨论了二维大磁极化子的基态和第一激发态能量，国内一些学者采用微扰法和新颖算符法讨论了多原子极性晶体中表面和体磁极化子的性质。
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The Hamiltonian operator of system of heisenterg chain function the complete basis vectors produced with permutation group to form energy matrix.
将一维海森堡体系的哈密顿算符作用于完备基矢形成能量矩阵。
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Based on the Hmiltonian expression for hydrogen atom in combination with the theory proposed, the theoretical value s of the hydrogen atom's energy, ground state energy and spectrum constant and the electron orbital angular momentum are given.
根据氢原子的量子哈密顿量表示，结合创新的量子算符代数理论，得到氢原子的能量、氢原子的基态能量、电子轨道角动量、氢原子的光谱常数等各种物理量的理论值。
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Two basic theorems are given by researching Hamilton's two steps linear differential equations of bender equations which provide widespread application methods of normal differential operator correspond to ladder operators,then the solutions of general equations are obtained by taking advantage of the two above theorems: The energy eigenvalue equation of one-dimensional oscillator; the common state of ; the radial equation of a bondage state of hydrogen atom; the radial equation isotropic three-dimensional harmonic oscillator; the infinity deep potential well of ball
本文通过研究束缚态本征方程里的哈密顿算符的二阶线性常微分形式，给出两个基本定理并证明，提供构造二阶线性常微分算符相应的阶梯算符的普遍实用的方法，然后利用这两个定理构造量子力学中常见力学量的阶梯算符，并用以计算其能量本征值和对应本征函数：一维谐振子的能量本征方程；共同本征态；氢原子束缚态径向方程；三维各向同性谐振子的径向方程；无限深球势阱。
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To calculate the Green function one requires the self-energy operator which is non-local and energy dependent.
为了计算格林函数，我们必须计算非局域的能量相关的自能算符。
- 更多网络解释与能量算符相关的网络解释 [注：此内容来源于网络，仅供参考]
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energy operator：能量算符
energy of vibration 振动能量 | energy operator 能量算符 | energy oscillation 能量振荡
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Hamiltonian：哈密顿算符
量子力学中,哈密顿算符(Hamiltonian) H为一个可观测量(observable),对应于系统的总能量. 一如其他所有算符,哈密顿算符的谱为测量系统总能时所有可能结果的集合. 如同其他自伴算符(self-adjoint operator),
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observable：可观测量
量子力学中,哈密顿算符(Hamiltonian) H为一个可观测量(observable),对应于系统的总能量. 一如其他所有算符,哈密顿算符的谱为测量系统总能时所有可能结果的集合. 如同其他自伴算符(self-adjoint operator),