论文标题
在位置依赖性质量和局部费米速度的影响下，带有Morse Potetnial的Dirac方程
Dirac equation with Morse potetnial under the influence of position-dependent mass and local Fermi velocity
论文作者
论文摘要
我们通过考虑到质量函数中位置依赖性的可能性来解决一维dirac方程。我们还以费米的速度充当局部变量，并检查两者对Dirac方程相对于Morse电位的可溶性的综合作用。我们对波函数的结果和与此类扩展方案相对应的能级以封闭形式提供。
We solve the one-dimensional Dirac equation by taking into account the possibility of position-dependence in the mass function. We also take the Fermi velocity to act as a local variable and examine the combined effects of the two on the solvability of the Dirac equation with respect to the Morse potential. Our results for the wave functions and the energy levels corresponding to such an extended scheme are furnished in closed forms.
