quantum oscillator 中文意思是什麼

quantum oscillator 解釋
量子振蕩器
  • quantum : n. （pl. -ta ）1. 量，額；定量，定額；份；總量。2. 【物理學】量子。
  • oscillator : n. 1. 搖擺者。2. 【電學】振蕩器，振動器，振動子，振動部。
  1. The eigenvalue and eigenfunction of a coupled quantum oscillator

    二維耦合量子諧振子的本徵值和本徵函數
  2. In this section we will increase our quantum-mechanical repertoire by solving the schroedinger equation for the one-dimensional harmonic oscillator.

    本節我們將用求解一維諧振子的薛定諤方程以提高我們的量子力學技能。
  3. Quantum operator methods associated with canonical transformation for 1d harmonic oscillator problem

    哈密頓算符的對角化與能量本徵值問題的代數解法
  4. In this paper, we study the vdw ( c6h5ch3. . n2 ar ) vibrations in complexes by using a combined experiment and theoretical studies of resonant ionization spectra. for complexes, vdw vibration levels are calculated by the quantum method of linear - combination of three - dimensional harmonic oscillator products and lennard - jones potential, which is very close to the experimental spectrum

    本文採用理論和實驗的方法對vdw復合物c _ 6h _ 5ch _ 3 … n _ 2 、 ar進行了研究，並用三維線性諧振子波函數和納能-瓊斯勢函數的量子計算方法得出vdw復合物的振動能級，計算值和實驗光譜相符合。
  5. In this paper, the wavefunction is expanded in terms of the two - dimensional harmonic oscillator eigenfunction and the mismatch of the effective mass is considered. we calculate the energy of the ground state, the energy of the first excited state and the oscillator strength of the single electron in a square quantum wire with finite barriers

    本文選取了以二維諧振子本徵函數為基展開的波函數，並且考慮了有效質量的失配性，計算了有限深方形量子線中單電子的基態能，激發態能和振子強度。
  6. From discussing and analyzing the calculated outcome we obtain the conclusions as follows : 1. for the energies of the single electron in a square quantum wire with finite barriers, the former wavefunctions [ 12 - 14 ] are only available to the wide wires. for the oscillator strength of the single electron in a square quantum wire with finite barriers, the former wavefunctions are not appropriate

    通過對計算結果的討論和分析，得到以下結論: 1 .對有限深方形量子線中單電子的基態能和第一激發態能，前人』 2一』 『 』所取波函數只適合計算寬阱時的情況，對有限深方形量子線中單
  7. The energy eigenvalue, eigenfunction, matrix elements of coordinate and momentum operators in energy representation, and evolution operator for a two - dimentional coupled oscillator are presented by using the general linear quantum transformation theory

    摘要運用廣義線性量子變換理論，給出一類二維耦合量子諧振子的能量本徵值、本徵函數、坐標和動量算符在能量表象中的矩陣元及演化算符。
  8. In this paper, the exact expressions of the evolution operator and wave function for a driven time - dependent quantum oscillator are obtained by means of the combination of the inhomogeneous bogoliubov transformation ( ibt ) and the evolution equation associated with a su ( 1, 1 ) h ( 4 ). our results agree well with those derived in [ 3 ], but the present method is more simple and definite

    非齊次波戈留波夫變換與su （ 1 ， 1 ） ? h （ 4 ）量子系統的演化方程相結合，給出了求該系統時間演化算符和波函數的精確表達式。作為一個典型例子，我們得到含時受迫諧振子的演化算符和波函數的精確表達式。
  9. Abstract : the wavefunctions and energy eigenvalues for the ring - shaped oscillator are obtained using the ideas of supersymmetric quantum mechanics and shape invaricace

    文摘:採用量子力學中的超對稱性和形不變性，討論環形振子的波函數和能量本徵值
  10. Some kinds of the supersymmetric quantum mechanics systems related to the three - dimensional isotropic harmonic oscillator

    三維各向同性諧振子的超對稱量子力學體系
  11. In the field of fundamental research, such as quantum optics, blue light can be used as a pump source of optical parametric oscillator ( opo ) to generate the neoclassical light fields around wavelength of 860nm, which can be detected with 99. 9 % of quantum efficiency, the highest efficiency in the measurement of neoclassical light as known yet it is also possible to generate the squeezed vacuum state at 852nm, which is the resonance wavelength of the transition line d2 of cesium atoms and can be supposed to investigate the properties of atomic radiation in the interaction between atoms and quantum state of light fields

    在量子光學中，該藍光作為下轉換的泵浦源，可以產生860nm非經典光場，其探測效率可達99 . 9 ，高於目前產生的其他任何波段的非經典光場。同時通過溫度調諧，可望產生與銫原子d2線作用的852nm波段的壓縮真空態，從而開展非經典光場與冷原子的相互作用等方面的實驗研究。本文主要通過knbo _ 3晶體外腔諧振倍頻技術來產生藍色激光光源。
  12. Then we construct the corresponding transfer matrix to determine the rtt integrability of dirac oscillator and gain the conserved quantities of the system according to quantum determinant

    接著構造出相應的整體轉移矩陣，確定dirac諧振子在rtt意義下的量子可積性的問題，並由量子行列式確定體系的守恆量族。
  13. At last, about how to improve teaching harmonic oscillator and hydrogen atom in quantum mechanics is briefly reviewed on base of modern teaching theory and self - study experience

    最後結合現代教育理論及本人的學習體會對諧振子與氫原子的教學研究進行了簡單討論。
  14. A new way to get the quantum phases and the classical phases of the generalized oscillator

    廣義振子量子相位和經典相位的新求解
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