We use Generalized Uncertainty Principle (GUP) to calculate the new energy spectra of hydrogen atom, and which lives in three dimensional Euclidean spaces with one extra dimension. The result is not familiar with our known before E n=0 that when n is large enough. In our modified new ...
A multidimensional interpretation of the emission spectrum of a hydrogen atom for the circular orbits of its electron is given. It is shown that the discreteness of the radiation frequencies and the angular momentum of an electron for quasi-Bohr orbits are due to the periodicity of the motion, ...
... Bohr model of the atom) 氢光谱(Line spectra of hydrogen atom) • 光谱是光的频率成分和强度分布的关系图,它是研究原 子…www.docin.com|基于3个网页 2. 氢原子光谱 ...效应(photoelectric effect) 氢原子光谱(line spectra of hydrogen atom)§1.1 微观粒子的运动特征 §1.1.1 黑体辐射——能量...
Atomic spectra, or the specific wavelengths of light emitted or absorbed by an atom, can provide valuable information about the energy levels and electronic transitions of hydrogen and mercury. By analyzing the spectral lines, scientists can determine the composition and properties of these elements. ...
(for hydrogen atom such strong fields are only found in neutron stars). For a magnetic field ofH = 30 T the cyclotron energy is comparable to the binding energy already for then = 3 exciton. For higher levels, the strong-field regime is reached at even lower fields (βn ...
We investigate the scaled energy Fourier transform spectrum of the hydrogen atom and doubly excited states of helium. For exactly solvable hydrogenic Rydberg spectra we study the ``window'' effect due to the finite length of the spectrum, the influence of resonance width, and of quantum defects....
SPECTRA OF ELEMENTS OF HIGHER ATOMIC NUMBER The hydrogen spectrum may be considered as evidence of a step-like process in which an electron is captured and bound increasingly strongly in the field surrounding the nucleus, the stages of this process being the stationary states of the atom. Simple...
From the viewpoint of a planetary model of the atom, the discrete emission spectrum of hydrogen (and the other elements) made no sense. After all, like planets orbiting the sun, electrons should be able to orbit an atomic nucleus at any conceivable frequ
In solving the Schrödinger equation of the hydrogen atom, we have encountered three quantum numbers n, l and m. nis the principal quantum number. It takes the values\mathrm{n}=1,2,3, \ldots, \infty,according to the discrete energy determined byE_{n}. ...
1.1Schrodinger'sEquationfortheHydrogenAtom 3 1.1.1EnergyLevels 3 1.1.2WaveFunctions 5 1.2SeriesRegularities 7 1.2.1RadiativeTransitionSelectionRules y 7 1.2.2SpectralSeriesoftheHydrogenAtom .,.-'.' 8 1.2.3HydrogenlikeIons S\. 9 1.3FineStructure ...