【摘要】 探讨了Torres-Vega和Frederick量子相空间表象中的波动力学方法,以及相空间表象与位移表象和动量表象之间的“类Fourier”投影变换;获得了一维氢原子体系定态Schrdinger方程在相空间表象中的严格解;揭示了相空间中波函数的不唯一性.更多还原

【Abstract】 The method of wave mechanics in the quantum phase-space representation established by TorresVega and Frederick is introduced.The "Fourier-like" projection transformation between phase-space representation and position or momentum representation is discussed.The rigorous solutions of stationary Schrdinger equation for one-dimensional hydrogen atom are obtained.It is described that the wave functions are not unique in phase space.更多还原