quantum harmonic oscillator
- 网络量子谐振子
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In this paper , the author deduces the momentum-position uncertainty relation of the classical harmonic oscillator , and gives the correspondence relation between it and the uncertainty relation of quantum harmonic oscillator .
推出了经典谐振子的动量-位置不确定关系,并且给出它和量子谐振子的不确定关系之间的对应关系。
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A Relativistic Revision of the Energy in a Quantum Harmonic Oscillator
一维量子谐振子能量的相对论修正
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Classics Harmonic Oscillator and Quantum Harmonic Oscillator
经典谐振子与量子谐振子
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Based on Dantas ' work of quantum harmonic oscillator , an evolutionary problem of two coupled quantum harmonic oscillators is put forward , and the exact solution is derived by introduction of the appropriate operators and auxiliary functionals .
在Dantas等人所作量子振子工作的基础上提出了二个相互耦合的量子谐振子的演化问题,通过引进几个算符和辅助函数,求出了问题的精确解。
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Two analytical solutions of quantum damping harmonic oscillator
量子阻尼振子的两种解析解法
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The uniformly valid asymptotic solution of quantum non-linear harmonic oscillator
量子非线性谐振子的一致有效渐近解
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Circle Representation of Quantum States of a Harmonic Oscillator in a Finite Dimensional Space
有限维空间谐振子量子态的圈表示
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Quantum solution of Time-dependent Harmonic Oscillator by the time-space transformation and the corresponding application
时空变换法对含时谐振子的量子求解及其应用
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New Description for Quantum Motions of Linear Harmonic Oscillator and Q-deformed Harmonic Oscillator
线性谐振子与q变形振子量子运动的新描述
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The Berry phase of the quantum state of a harmonic oscillator with time dependent frequency and boundary conditions
具有含时频率和边界条件的谐振子量子态的Berry相位
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Utilizing the General Linear Quantum Theroy to Solve the Two-dimensional Coupled Quantum Harmonic Oscillator
应用广义量子线性变换理论求解二维耦合量子谐振子