1.
Eigen-values and Eigen-wavefunctions of the Bound Electronic States in a Finite Semi-parabolic Quantum Well;
有限深半抛物量子阱中束缚电子态的本征能量与本征函数
2.
Calculation of energy characteristic value and characteristic function of hydrogen atoms with a kind of calculating signs;
用一种算符计算氢原子的能量本征值和本征函数
3.
The Solutions of One dimensional Harmonic Oscillator Energy Eigenvalues in Different Representation;
一维谐振子能量本征值在各种表象中的求解
4.
The Quantum Perturbation Calculations with Linear Expansion Coefficient and the Discussion with Convergent of Energy Elgenvalues;
线膨胀系数的量子微扰计算及其能量本征值收敛的讨论
5.
Derivation of the energy-level gap of two-dimensional coupled quantum harmonic oscillators by invariant eigen-operator method
利用不变量本征算符求解二维耦合量子谐振子的能级间隔
6.
Deriving the Energy-level Gap of Three-dimensional Coordinate-momentum Coupled Quantum Harmonic Oscillators by Invariant Eigen-operator Method
不变本征算符法求解三模坐标-动量耦合量子谐振子的能级间隔
7.
Computing Vibrtional and Vibrational-Rotational Energy Eigenvalues and Frank-Condon Factors of CO Molecule
CO分子的振动、振—转能级能量本征值和Frank-Condon因子的计算
8.
Since we get continuous rather than discrete allowed values for E≥0, the positive-energy eigenfunctions are called continuum eigenfunction.
由于对E≥0得到连续的而非分立的允许值，正能量的本征函数叫做连续谱本征函数。
9.
Three different ways to solve the eigenvalue of the system which similar to harmonic oscillator in external field;
类谐振子在外场中能量本征值的三种不同求解方法
10.
Algebraic approach to eigenvalue of energy of bound states system under supersymmetric potential;
超对称势作用下束缚态体系能量本征值的代数解法
11.
Energy Eigenvalue of the Double Dimension Coupling Harmonic Oscillator Was Solved Accurately by Transformation of Coordinates;
利用坐标变换精确求解二维耦合谐振子的能量本征值
12.
Solving energy eigenvalue of n module coupling harmonic oscillators by virtue of quadratic form
利用二次型求解n模耦合谐振子能量本征值精确解
13.
characteristic electron loss phenomena
特征电子能量损失现象
14.
Her ability to master masculine energy remains intact.
她征服男性能量的能量仍然完整无缺。
15.
Abstract: The wavefunctions and energy eigenvalues for the ring-shaped oscillator are obtained using the ideas of supersymmetric quantum mechanics and shape invaricace.
文摘:采用量子力学中的超对称性和形不变性，讨论环形振子的波函数和能量本征值.
16.
Quantum invariant eigenvalue and eigen function of quantum invariant operator of time-dependent damped harmonic oscilator;
含时阻尼谐振子的量子不变量算符及其本征值和本征函数
17.
The positive energy develops into fundamental particle, and the negative energy develops into negative energy field.
正能量形成基本粒子,负能量形成负的能量场.
18.
Research on Feature Vector Optimization Techniques in Web Text Classification;
web文本分类中特征向量优化技术研究