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[期刊论文] 作者：Qiang Wen-Chao,
来源：中国物理(英文版) 年份：2004
The exact bound state wavefunctions and energy equations of Klein-Gordon and Dirac equations are given with equal scalar and vector potential s(r) = v(r) = V(r)...
[期刊论文] 作者：Qiang Wen-Chao,
来源：中国物理（英文版） 年份：2004
We give the exact normalized bound state wavefunctions and energy expressions of the Klein-Gordon and Dirac equations with equal scalar and vector harmonic osci...
,Bound states of the Klein-Gordon and Dirac equations for scalar and vector harmonic oscillator pote
[期刊论文] 作者：Qiang Wen-Chao(强稳朝),
来源：中国物理（英文版） 年份：2002
We give the exact bound states of the Klein-Gordon and Dirac equations with equal scalar and vector harmonicoscillator potentials....
[期刊论文] 作者：Qiang Wen-Chao(强稳朝),
来源：中国物理（英文版） 年份：2003
The exact normalized bound-state wavefunctions and energy equations of Klein-Gordon and Dirac equations are given with equal scalar and vector potentials s(r) =...
[期刊论文] 作者：Qiang Wen-Chao(强稳朝),
来源：中国物理（英文版） 年份：2003
A universal practical formula is given for calculating an integral which includes two confluent hypergeometric functions, power and exponential functions; then...
,Bound states of Klein-Gordon equation for ring-shaped harmonic oscillator scalar and vector potenti
[期刊论文] 作者：Qiang Wen-Chao(强稳朝),
来源：中国物理（英文版） 年份：2003
Solving Klein Gordon equation with equal ring-shaped harmonic oscillator scalar and vector potentials, we obtain the exact normalized bound-state wavefunction a...
,Approximate Solutions of the Schr(o)dinger Equation for the Eckart Potential and Its Parity-Time-Sy
[期刊论文] 作者：ZHANG Ai-Ping,QIANG Wen-Chao,LING Ya-Wen,
来源：中国物理快报（英文版） 年份：2009
The energy eigenvalues and eigenfunctions of the Sehrodinger equation for Eckart potential as well as the parity-time-symmetric version of the potential in thre...
[期刊论文] 作者：WANG Ai-Ping,QIANG Wen-Chao,LING Ya-Wen,XIN Hong,YANG Yong-Ming,
来源：中国物理快报（英文版） 年份：2011
We study the geometric phase of a qutrit-qubit mixed-spin system in an exteal homogeneous magnetic field.Both the spin-spin interaction strength J and the extea...
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