本徵值 的英文怎麼說

中文拼音 [běnzhǐzhí]
本徵值 英文
[數學] (特徵值) eigenvalue; proper value本徵值方程 eigenvalue equation; 本徵值問題 eigenvalue problem
  • : i 名詞1 (草木的莖或根)stem or root of plants 2 (事物的根源)foundation; origin; basis 3 (本錢...
  • : 名詞[音樂] (古代五音之一 相當于簡譜的「5」) a note of the ancient chinese five tone scale corre...
  1. Calculation of energy characteristic value and characteristic function of hydrogen atoms with a kind of calculating signs

    用一種算符計算氫原子的能量本徵值函數
  2. The eigenvalue and eigenfunction of a coupled quantum oscillator

    二維耦合量子諧振子的本徵值函數
  3. The solutions of eigenvalue and eigenfunction for three non - self - adjont situation are summrized

    對三種非自共軛情形下的本徵值函數的求解方法進行了歸納總結。
  4. We can not say for certain which eigenvalue will be obtained.

    我們不能說一定得到哪個本徵值
  5. To this end we shall first consider the following eigenvalue problem.

    為此目的,我們將首先考慮下列的本徵值問題。
  6. If only the eigenvalue of a and not the eigenfunctions are desired, it is not necessary, according to section 3. 3, to obtain the transformation matrix s.

    假如僅需求出A的本徵值而不要求出函數,那麼按照章第33節,就不必求出變換矩陣S。
  7. The distribution of eigenvalue with the four - state reparable system

    具有四個狀態可修復系統本徵值分佈
  8. It also roundly researched the solution of the helmholtz equation in the circumrotating ellipsoidal coordinates, and discussed how to calculate the solution of the electro - magnetic field in the circumrotating ellipsoidal coordinates using special functions, and researched circumrotating ellipsoidal cavity ’ s latent value and quality parameter using arithmetic simulation, finally we compared the ellipsoidal cavity with the spheriform cavity. the main content of this thesis are as following : 1. calculated the distribution of the electro - magnetic field inside the ellipsoidal cavity based on maxwell equations and boundary conditions, and confirmed the syntonic mode inside the ellipsoidal cavity using arithmetic methods

    文從maxwell方程及其邊界條件求解出橢球腔內的電磁場分佈,較為全面的研究了旋轉橢球坐標系下赫姆霍茲方程的解的問題,討論了用特殊函數來求解旋轉橢球坐標系下電磁場的解,並通過數模擬研究了旋轉橢球諧振腔的本徵值和品質因數,並和球形諧振腔做了比較,主要內容為: 1 .用maxwell方程及其邊界條件求解出橢球腔內的電磁場分佈,並且分析了橢球腔內的諧振模式。
  9. For the mesoscopic metal ring system in external magnetic field, supposing the system has a symmetry under translation in charge space, the quantum current and the quantum energy spectrum in mesoscopic metal ring are given by solving thire eigenvalue equations ; and the quantum fluctuations of the current and the energy have been calculated by the character of the minimum shift operator

    摘要針對處于外磁場中的介觀金屬環系統,假設在電荷空間中具有變換的對稱性,通過求解本徵值方程給出系統的量子電流、能譜關系;利用最小平移算符的性質等,計算介觀金屬環中電流和能量的量子漲落。
  10. For one - dimensional mesoscopic metal rings system in external magnetic field, supposing the system has a symmetry under translation in charge space, the quantum current relation in mesoscopic metal rings is given by solving the eigenvalue equation of the current, the property of quantum current have been investigated and analysed

    摘要針對處于外磁場中的一維介觀環系統,假設在電荷空間中具有變換的對稱性,通過求解電流算符的本徵值方程,給出系統中的量子電流關系,分析和研究一維介觀金屬環中量子電流的性質。
  11. Nevertheless, the results provided by these methods are all inaccurate. in this thesis, in order to overcome the drawbacks, we reconstruct the bose - hubbard model hamiltonian with differential realization of bosonic operators, and investigate the exact numerical solutions of the one dimension bose - hubbard model. firstly, energy matrices can be generated rapidly by using a mathematica package

    首先利用mathematica程序快速生成模型在各種位型下能量矩陣,然後將該程序的結果直接作為其它矩陣對角化程序的輸入而求出該模型在相應位型下的本徵值和相應的波函數。
  12. The process of finding the eigenvalues of operators without using their explicit forms has an elegance that will reward the persistent student.

    不用算符的顯形式來求算符的本徵值的步驟是堅持不懈的學生得做的一件美事。
  13. Notice that the energy eigenvalues are not equally spaced.

    注意,這些本徵值並不是等距離分佈的。
  14. The roots of the characteristic equations are known as eigenvalues, or characteristic values.

    方程之根稱為本徵值或特
  15. The procedure described above applies to the eigenvalues and eigenfunctions of any hermitian operator.

    用上述運算方法也能求出任一厄密算符的本徵值函數。
  16. In fact, we could make the substitution and still wind up with the correct eigenfunctions and eigenvalues.

    事實上,我們可以做這種代換而仍能繞彎得出正確的函數和本徵值
  17. Estimates for eigenvalues of positive definite operators in l2 spaces

    本徵值估計
  18. Eigenvalue problems for fractional differential equations

    一類分數階微分方程的本徵值問題
  19. Solve energy eigenvalue of the double harmonic oscillator by momentum coupling

    求解動量耦合下兩諧振子體系的能量本徵值問題
  20. The solution of spherical function and the application in the eigenvalue of angular momentum square operator

    2本徵值問題中的應用
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