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deep square
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  深方
     Transition from one - dimensional half infinitely high square potential well's energy levels to one - dimensional infinitely deep square potential well's energy levels
     从一维半无限高方势阱的能级过渡到一维无限深方势阱的能级
短句来源
     What is the momentum spectrum of a particle moving in an infinite deep square well?
     在无限深方势阱内一个粒子的动量谱究竟是什么?
短句来源
     First, this article explains the formula of one - dimensional infinitely deep square potential well's energy levels from stationary state schrodinger equation, and then deduces the same formula from one - dimensional half infinitely high square potential well' s energy levels diagram of graphic. solution, and proves that one - dimensional leveles are limit of one - dimensional half infinitely high square potential well' s energy levels.
     本文先从定态薛定谔方程求解出一维无限深方势阱的能级公式,再从一维半无限高方势阱的能级图解图导出一维无限深方势阶的能级公式,说明一维无限深方势阱的能级确实是一维半无限高方势阱的能级在特定条件下的极限。
短句来源
  “deep square”译为未确定词的双语例句
     Nonlinear Spectrum and Generating Algebra for Infinitely Deep Square Well Potential and New Coherent State
     无限深阱势的非线性谱生成代数与新型相干态
短句来源
     Nonlinear Spectrum-Generating Algebra for the Symmetrical One-Dimensional Infinitely Deep Square Potential Well
     对称一维无限深势阱的非线性谱生成代数
短句来源
     Using the Hamiltonian of symmetrical one dimersional infinitely deep square well potential and natural operators,we obtain its nonlinear spectrum and generating algebra,and get a class of new nonlinear coherent states on the basis of the nonlinear algebra obfained.
     利用对称一维无限深阱势的哈密顿算符和自然算符构造出该势场的非线性谱生成代数 ,并在此基础上得到了一种新的非线性相干态 .
短句来源
     The Hamitonin and the natural operators of the symmetrical one-dimensional infinitely deep square potential well generate a nonlinear Liealgebra.
     对称一维无限深势阱的哈密顿算符和自然算符生成了一个非线性李代数。
短句来源
     QUESTIONS COMING FROM THE MOMENTUM PROBABILITY DISTRIBUTION OF PARTICLES IN THE ONE DIMENSIONAL INFINITELY DEEP SQUARE POTENTIAL WELL
     一维无限深方势阱中粒子动量概率分布引出的问题
短句来源
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  相似匹配句对
     Study on fracture prediction of deep drawing for square box
     方盒形件拉深破裂预测的研究
短句来源
     DANCING ON THE SQUARE
     在广场上起舞
短句来源
     Unity Square
     统一广场
短句来源
     Construction Technologies of Deep Foundation Pit of Zhi Xin Square
     置信广场深基坑施工技术
短句来源
     On Deep Ecology
     深层生态学初析
短句来源
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  deep square
In two of the models, the intramolecular bonds are modeled by infinitely deep square-well potentials, while in the third, the bonds are modeled by a harmonic potential.
      
We examine the reduced density matrix of the centre of mass on position basis considering a one-dimensional system of Nnoninteracting distinguishable particles in a infinitely deep square potential well.
      
coli JM107 and Acinetobacter calcoaceticus NCIMB 9871, were first produced in 96-deep square well fermentations at various carbon source concentrations (10 and 20?g?L-1 glycerol).
      
The multipole vibrations near the spherical shape are described in the mean-field approximation through the infinitely deep square-well potential and Strutinsky averaging of the transport coefficients.
      
Bake in a deep square cake tin in a medium oven for 30 minutes or until the knife comes out clean from the centre.
      
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On the basis of the straton model, we have considered the bound state of mesonsby using the Bethe-Salpeter equation. The result shows that by using the superposi-tion of the deep square well, the harmonic and Coulomb-type potential, we can qualita-tively explain the mass spectrum, the mean radius and the wave function at the originfor the bound state of mesons.

本文在层子模型的基础上,应用B-S方程讨论了介子结构。结果指出,如果引入深底方位阱、谐振势和库仑型势的迭加位势,用于讨论介子束缚态时,能初步解释介子的能谱、平均半径与原点波函数等特性。

On the basis of the stratcn moder We Consider the bound states by using the Bethe-Salpetlr equation. The reatlt shows that by using the superposition of the scalar and pseudoscalar coupling in the B-S equation and by using the superposition of the deep square well, the harmonic and Coulomb-type potenh'al We can explain the mass spectrum and other characters of 0 and 1- mesons.

在层子模型的基础上,应用B—S方程讨论了介子结构.结果指出,在赝标与标量的迭加耦合下,采用深底方位阱、谐振势与库仓型势的迭加位势,能解释0~-介子与1~-介子的能谱等特性.

On the basis of subquark model, in the first place, the author considers the bound state of submesons composed of a couple of positive and negative subquarks, using the Bethe-Salpeter equation. When the superposition of the Coulomb-type, the deep-square-well, the linear and the harmonic potentials is applied, the author obtains some mass spectra which coincide with the experiments. In the second place, the author considers the bound state of leptons composed of a Bose subquark and a Fermi subquark...

On the basis of subquark model, in the first place, the author considers the bound state of submesons composed of a couple of positive and negative subquarks, using the Bethe-Salpeter equation. When the superposition of the Coulomb-type, the deep-square-well, the linear and the harmonic potentials is applied, the author obtains some mass spectra which coincide with the experiments. In the second place, the author considers the bound state of leptons composed of a Bose subquark and a Fermi subquark by extending W. Krolikowski relativistic equation, when the superposition of the vectorial Coulomb-type potential and the scalar linear potential is applied, the result shows that the differences of the energy from the excited states to the ground state may be great up to hundreds of Gev. This gives a possible explanation of the fact that neither the lepton having spin greater than 1/2 nor the lepton radially excited has been found. The author also points out that the potentials all have nonstatical characteristics.

本文在亚夸克模型的基础上,采用B——S方程,讨论了由一对正、反亚夸克构成的两体束缚态亚介子,如果引入库仑型势,深方位势,线性势和诣振子势的速加位势,则可得到符合实验事实的能谱。本文又推广了W.Krolikowski的费米子——玻色子两体相对论性束缚态方程,并用它讨论了轻子结构。如果引入矢量库仑型势和标量线性势的迭加,则其相应激发态的能级差可达数百GeV,从而为至今没有发现3/2自旋或更高自旋的轻子、以及尚未找到轻子的径向激发态等事实,给出了一种可能的解释。本文还指出,所用位势概有“非静态”特征。

 
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