| [1] |
Lv Xuan, Gao Ang.
Numerical solution of the one-dimensional harmonic oscillator problem using gaussian basis functions
[J]. College Physics, 2026, 45(5): 26-.
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| [2] |
XURenli, LIXiong, ZHURuxian, ZHAOZhizhen, DAILi.
Two numerical methods for solving the energies and wave functions of the threedimensional isotropic harmonic oscillator
[J]. College Physics, 2026, 45(2): 11-.
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| [3] |
YANG Shijie.
On the origins of molecular force
[J]. College Physics, 2025, 44(6): 11-.
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| [4] |
LIU Ziyu, TAN Junhao, HUANG Yahao, Yusupujiang Salamu.
Relationship between anharmonic oscillator and infinite square well
[J]. College Physics, 2025, 44(4): 108-.
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| [5] |
CHEN Le-le, LUO Qin.
A complex solution to a onedimensional vibration problem
[J]. College Physics, 2025, 44(11): 36-.
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| [6] |
LIU Peng-cheng1, FU Yu-jun1, SUN Jun-song1, ZHU Xing-chuan2, GUO Huai-Ming1.
Quantum Monte-Carlo simulation of one-dimensional harmonic oscillator
[J]. College Physics, 2024, 43(12): 53-.
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.
Solution of the stationary Schrödinger equation by the fast Fourier transform method
[J]. College Physics, 2024, 43(11): 23-.
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| [8] |
CHEN Kang-kang, LI Hai-feng, OU Zhi-min, ZHANG Kai-feng.
Study on exact classical and quantum dynamics of two coupled driven harmonic oscillators
[J]. College Physics, 2024, 43(04): 22-.
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| [9] |
SHI Jun-xi, FAN Xiao-xin, E Yi-ting, KONG Ling-yang, QI Xin, SHU Song.
The visualization of the quantum linear harmonic oscillator in three-dimensional space
[J]. College Physics, 2023, 42(11): 35-.
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| [10] |
KANG Lin-hui, ZHANG Lin.
Classical and quantum statistical distributions of harmonic oscillators
[J]. College Physics, 2021, 40(7): 30-.
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| [11] |
SUN Yu-ming.
Geometric phase of one-dimensional forced harmonic oscillator
[J]. College Physics, 2021, 40(11): 12-.
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| [12] |
ZHOU Wen-yuan, ZHANG Bo-yu, LUO Shi-ping, YANG Zheng-bo, WEI Yan-feng.
Simulation and calculation of a simple harmonic oscillator system
[J]. College Physics, 2020, 39(11): 72-75.
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| [13] |
GOU Li-dan.
Energy spectrum of three-mode coordinate-momentum coupling harmonic oscillator in non-commutative phase space
[J]. College Physics, 2020, 39(03): 20-23.
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| [14] |
DAI Shuo, WANG Xin, LIU Quan-hui.
Neither position nor momentum can be accurately measured
[J]. College Physics, 2019, 38(3): 67-.
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| [15] |
XIA Xiao-jian, CHEN Wen-zhi.
Propagator of the driven oscillator with time-dependent mass and frequency
[J]. College Physics, 2019, 38(1): 32-.
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