hydrogen atom 中文意思是什麼
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Aldehyde a type of organic compound with the general formula rcho, where the - cho group ( the baldheaded group ) consists of a carbonyl group attached to a hydrogen atom
醛:一種組成為rcho的有機化合物， - - cho基團（醛基團）是由碳酰基結合氫原子形成的。 -
The removal of the degeneracy of the low energy levels of a hydrogen atom in a uniform magnetic field
磁場中原子能級分裂的兩種分析方法及其比較 -
Bohr radius was the radius of the circle in which the electron moved in the ground state of the hydrogen atom, according to the bohr theory.
根據玻爾理論，玻爾半徑是在基態氫原子中電子運動的圓周半徑。 -
We now incorporate this condition into the analysis of the hydrogen atom.
現在我們把這個條件用於分析氫原子。 -
Based on the hmiltonian expression for hydrogen atom in combination with the theory proposed, the theoretical values of the hydrogen atom ' s energy, ground state energy and spectrum constant and the electron orbital angular momentum are given
根據氫原子的量子哈密頓量表示，結合創新的量子算符代數理論，得到氫原子的能量、氫原子的基態能量、電子軌道角動量、氫原子的光譜常數等各種物理量的理論值。 -
Abstract : the magnetic moment of a hydrogen atom is calculated by using the solution of the relativistic wave equations. it is shown that the so called total magnetic moment are produced from the electron orbit motion. these results show that the total angular momentum j is actually the relativistic orbital angular momentum
文摘:利用氫原子的相對論性波動方程解計算了氫原子的磁矩.結果表明，現行量子理論中所謂的總磁矩實際上都是由電子的軌道運動產生的，由此提出了所謂的總角動量實際上是相對論性軌道角動量的看法 -
In fact, it turns out that some of the relativistic wave functions for the hydrogen atom are infinite at the origin.
事實上，實際情況是氫原子的某些相對論波函數在原點是無限的。 -
Only discrete wavelengths of matter waves may resonate within the spherical volume of a hydrogen atom.
物質波在一個氫原子的球形體積內也只有一定的分立波才能發生共振。 -
For example, the yangian symmetry and rtt integrablility of hydrogen atom had been reported at length
例如我們所熟悉的氫原子問題中就存在yangian對稱性及rtt意義下的量子完全可積性。 -
And by means of semiclassical theory, the changes of hhg for realistic hydrogen atom in the static electric field is explained
藉助於半經典理論，解釋了在靜電場作用下高次諧波發生變化的機制。 -
Each of the four valency electrons of the carbon atom is shared with one of a hydrogen atom.
碳原子的四個價電子都各與氫原子的一個價電子共用。 -
We will consider this zeeman effect for the hydrogen atom.
我們將對氫原子考慮此塞曼效應。 -
Simplified formula of secular equation for hydrogen atom zeeman effect in a high magnetic field
均勻磁場中氫原子低能級簡並度的解除 -
Observables can be either continuous ( e. g., the position of a particle ) or discrete ( e. g., the energy of an electron bound to a hydrogen atom )
可見可以要麼是連續的（也即一個粒子的位置）或離散（也即電子的能量受氫原子束縛） 。 -
Use of electron mass instead of the reduced mass to calculate the ground-state energy of the hydrogen atom gives －13, 606 ev, which is in error by 7 parts in 13, 000.
用電子質量代替摺合質量去計算氫原子基態能量給出-13606電子伏，誤差是13000分之7。 -
Use of electron mass instead of the reduced mass to calculate the ground - state energy of the hydrogen atom gives 13, 606 ev, which is in error by 7 parts in 13, 000
用電子質量代替摺合質量去計算氫原子基態能量給出- 13606電子伏，誤差是13000分之7 。 -
This bond is a weak electrostatic force of attraction between the pro ton of a hydrogen atom and the electron cloud of a neighboring electro - negative atom
氫鍵是氫原子核及其相鄰的負電荷原子的電子云之間的一種微弱的靜電吸引力。 -
Yangian symmetry and quantum integrability of the monopole - hydrogen atom system
對稱性和量子可積性 -
At the same time in terms of su ( 1, 1 ) algebra, the eigenequations of two and three - dimensional harmonic oscillator and hydrogen atom with inverse square potential are conversed into the same equations in form. then the relationships between energy levels and wave functions of them are found
同時本文利用su （ 1 ， 1 ）代數將二維、三維情況下的諧振子同加了反平方勢的氫原子分別表示成具有相同形式的兩算符下的本徵值方程，從而得出他們的能量對應關系。 -
By use of the relationships between the hermite polynomial and the laguerre polynomial, the eigenequations of one - dimensional harmonic oscillator and hydrogen atom are conversed into the same equations in form. therefore the relationships between energy levels and wave functions of one - dimensional harmonic oscillator and hydrogen atom are found. through the coordinates transform, the relationships between energy levels and wave functions of two - dimensional harmonic oscillator and hydrogen atom are found
首先綜述了諧振子與氫原子的基本理論的研究現狀，並在此基礎上對諧振子與氫原子的關系展開了研究，通過厄密特方程與拉蓋爾方程的相互轉化，將一維諧振子與一維氫原子的本徵值方程轉化為相同形式的方程，從而比較得出它們能量及波函數間的關系，並通過坐標變換將直角坐標系下二維氫原子的本徵值方程轉化成與曲線坐標系下二維諧振子的本徵值方程相同的形式，從而得出二維氫原子與二維諧振子的能量及波函數的關系。
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