An equivalent operator of radial operator and its quantum measurement
Received date: 2018-09-10
Revised date: 2018-12-26
Online published: 2019-07-01
an equivalent operator of radial operator is resulted. Though the radial operator itself is non-self-adjoint and is not
measurable in physics,the equivalent operator is in fact the difference of two self-adjoint operators,so is measurable.
Thus,a superficial contradiction between the non-self-adjointness and existence of the uncertainty for the radial
momentum operator is resolved. What is more,the Hydrogen atom ground state is used to show how to measure
the equivalent operator.
Key words: radial momentum; geometric momentum; decomposition of momentum
XIAO Shi-fa, LIU Quan-hui . An equivalent operator of radial operator and its quantum measurement[J]. College Physics, 2019 , 38(6) : 4 -7 . DOI: 10.16854 /j.cnki.1000-0712.180490
/
| 〈 |
|
〉 |