Because of considerable mathematical difficulties the Schrödinger equation can be solved exactly for only a few simple quantum systems. In particular for atoms with at least two electrons no such exact solutions exist. The most important system where
K篓onenberg, M., Matte, O., Stockmeyer, E.: Hydrogen-like atoms in relativistic QED. In: Siedentop, H. (ed.) Complex Quantum Systems: Theory of Large Coulomb Systems. Singapore, February 2010. Lecture Note Series, Institute for Mathematical Sciences, National University of Singapore, vol....
The number of hydrogenlike atoms produced when heavy nuclei collide is estimated for central collisions at the Relativistic Heavy Ion Collider using the sudden approximation of Baym et al. As first suggested by Schwartz, a simultaneous measurement of the hydrogen and hadron spectra will allow an inf...
We find that the magnetic moment is l being the equatorial quantum number. This is the expression of spacial quantisation in Dirac's system.doi:10.1038/122925c0PIDDUCKF. B.Nature
Hydrogen-like Atoms Chapter First Online:24 January 2018 pp 57–118 Cite this chapter Mathematical Physical Chemistry Shu Hotta 1571Accesses Abstract In a history of quantum mechanics , it was first successfully applied to the motion of an electron in a hydrogen atom along with a harmonic ...
Because hydrogen-like atoms are two-particle systems with an interaction depending only on the distance between the two particles, their (non-relativistic) Schrödinger equation can be solved in analytic form. The solutions are one-electron functions and are referred to as hydrogen-like atomic ...
This means that energy is conserved and the classical hydrogen-like atoms are stable.doi:10.4236/jmp.2011.211174Mohsen DehghaniScientific Research PublishingJournal of Modern Physics
The first-order revision and the approximation analytical formula of the energy levels for hydrogen-likeatoms under the condition of Debye shielding potent... HU Xian-Quan,HU Wen-Jiang,MA Yong - 《理论物理通讯(英文版)》 被引量: 19发表: 2002年 ...
Exact solutions of a novel quasi-relativistic quantum mechanical wave equation are found for Hydrogen-like atoms. This includes both, an exact analytical expression for the energies of the bound states, and exact analytical expressions for the wavefuncti
In a sample of hydrogen atoms, all the atoms exist in two energy levels A and B. A is the ground level and B is some higher energy level. These atoms absorb photons of energy 2.7 eV and attain a higher energy level C.After this, these atoms emit photons of six different energies. ...