ground state energy 中文意思是什麼
ground state energy
解釋
基態能-
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。 -
Ground state energy of a pollution state in polyatomic polar crystals
多原子極性晶體系統中雜質態的基態能量 -
We found that the polaronic effects and electric field effects have significant contributions to the ground state energy
我們發現極化子效應和外電場效應對基態能量都有顯著影響。 -
We creatively apply this way to the bounded polaron in the parabolic quantum well and get the analytical expressions of the ground state energy of an electron bound to a hydrogenic impurity in a parabolic quantum well in an electric field
我們開創性的把它應用到處理有拋物線量子阱中的束縛極化子，得到了有外電場的量子阱中，類氫雜質中的電子基態能量的解析結果。 -
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 。 -
In 1990s, a calculation of the ground - state energy of an exciton confined in a cylindrical quantum wire in the presence of a uniform magnetic field is reported as a function of wire radius, using a variational approach by gang li, spiros v. branis and k. k. bajaj. a. balandin and s. bandyopadhya present variational calculations of the ground - state exciton binding energy and exciton radius in a quantum wire subjected to an external magnetic field. these studies have been primarily responsible for our current understanding of the nature of excitonic states in a quantum wire subjected to an external magnetic field
九十年代中期，人們就開始了關于在外加磁場時量子線中激子特性的研究， gangli ， spirosv . branis和k . k . bajaj利用變分法，對于圓柱形的量子線中激子的基態束縛能進行了計算，發現對於一個給定的磁場值，激子的基態束縛能比不加磁場時變大。 -
Prove(8. 92)and then calculate the percent error in the ground-state energy, using this triangular function.
證明（892），然後用三角函數計算基態能量的百分誤差。 -
Research on helium and quasi - helium ion ground state energy and wave function
氦原子及類氦離子基態能量與波函數研究 -
Prove ( 8. 92 ) and then calculate the percent error in the ground - state energy, using this triangular function
證明（ 8 92 ） ，然後用三角函數計算基態能量的百分誤差。 -
The repeated computation of the bond length and ground - state energy for h
鍵長和基態能量的再計算 -
Abstract : we conduct a theoretical study on the properties of a bound polaron in a quantum well under an electric field using linear combination operator and unitary transformation methods, which are valid in the whole range of electron - lo phonon coupling. the changing relations between the ground - state energy of the bound polaron in the quantum well and the coulomb bound potential, the electric field strength, and the well width are derived. the numerical results show that the ground - state energy increases with the increase of the electric field strength and the coulomb bound potential and decreases as the well width increases
文摘:採用線性組合算符及幺正變換方法研究了電場對量子阱弱耦合束縛極化子的性質的影響.推導出量子阱中束縛極化子的基態能量和庫侖束縛勢、電場和阱寬的變化關系.數值計算結果表明，基態能量因電場和庫侖束縛勢的不同而不同，隨電場和庫侖束縛勢的增大而增大，隨阱寬的增大而迅速減小 -
Variational calculation of the ground state energy of nitrogen and nitrogen - like atoms
氮原子和類氮離子基態能量的變分計算 -
Some numerical results about the relations between the ground state energy and the coulomb binding parameter, the parabolicity parameter, and electric field strength are obtained
通過數值計算方法，我們得到了基態能量和coulomb束縛參數，拋物線參數以及電場強度參數的關系。 -
The results indicate that for hydrogen atom the theoretical values of its energy, ground state energy and spectrum constant all relate to the quantum size of the electron and the nucleus of hydrogen atom
結果表明，氫原子的能量、氫原子的基態能量、氫原子的光譜常數均與氫原子中的原子核及電子的量子尺寸有關。 -
The method and some simple and important results are presented. in the second chapter, we study the ground state energy gap and the spin - peierls phase transition in the quasi one - dimensional spin = l / 2 dimerized anti - ferromagnetic single chain
第二章中，我們研究準一維自旋s = 1 / 2的二聚化反鐵磁單鏈的基態能隙和低溫下的spin - peierls相變。 -
It turns out that : ( 1 ) without the magnetic field for a spherical quantum dot, the ground state energy is the same, and has only relations with the distance of the impurity deviation. after applied the vertical magnetic field, the effects of the ground state energies on the deviation of in - plane or perpendicular to the plane are very small, while the effects on the deviation distance are great, the larger the distance, the more ground state energies will be
我們發現： （ 1 ）當球型量子點沒有加垂直磁場的時候，基態能僅與雜質的偏離距離有關，當加上垂直磁場后，雜質水平和垂直偏離相同距離后，基態能差別不大，當偏離距離增加時，基態能增加。 -
The results of numerical calculation show that the ground - state energy changes with the coulomb bound potential, magnetic field and the well - width, which will increase with increasing magnetic field and decrease with increasing the coulomb bound potential and the well - width
通過數值計算結果表明：量子阱中束縛極化子的基態能量因振動頻率、庫侖束縛勢、磁場和阱寬的不同而不同，它隨振動頻率和磁場的增加而增大，隨庫侖束縛勢和阱寬的增大而減小。 -
Based on the given linear holstein model, and using the variational method we obtained the ground state properties of the electron - phonon interaction system with cubic and quartic lattice ( phonon ) terms. we obtained the relations between the ground state energy and the phonon squeezing effect and polaron squeezing effect as well as the variation of the polaron bandwidth
在線性holstein模型的基礎上，採用變分法得出了含晶格（聲子）三次方和四次方勢下系統基態特性，得到了基態能量與聲子壓縮效應和極化子壓縮效應的關系，並求得了極化子能帶寬度的變化規律。 -
We find it has the same behavior as that of the continuous phase transition in bcs super - conduction theory : the nonzero ground state energy gap decreases to zero at the finite critical temperature tsp, and the specific heat takes on divergence
我們發現該相變同bcs理論的連續相變極為相似：基態非零的能隙在有限的臨界溫度t _ （ sp ）處降低為零，而比熱呈現出趨于無窮的發散。
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