bogoliubov transformation 中文意思是什麼

bogoliubov transformation 解釋
波戈留玻夫變換
  • bogoliubov : 博戈留波夫
  • transformation : n 轉變，變化；變形；【生物學】（尤指昆蟲的）轉化，變態，改造，改革；變質；【數學】變換；【電學】...
  1. 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。
  2. Using the formulized approach to the su ( 1, 1 ) h ( 4 ) time - dependent system, which is derived from the combination of the formulation of the time - dependent bogoliubov transformation and the evolution equation of the system, we obtain the time evolution operator, state function and heisenberg uncertainty relation of the parametric oscillator with cavity losses under the weak coupling approximation. we also discuss the squeezing property of the system

    本文利用含時波戈留波夫變換與時間演化方程相結合得到的求解su （ 1 ， 1 ） ? h （ 4 ）量子系統的時間演化算符和演化態的普遍公式，我們導出了帶腔損耗的參數振子在弱耦合近似下的演化算符，態函數和不確定乘積，並討論了系統的壓縮特性。
  3. As we all know, the diagonalization of hamiltonian is an important procedure in solving the many - body problem in second quantization frame. usually we used the bogoliubov - valatin transformation method to diagonalization the hamiltonian that we were interesting in

    眾所周知，二次量子化框架下，多體物理系統哈密頓量的對角化步驟是非常重要的，通常我們都是使用bogoliubov - valatin變換對角化方法將被研究系統哈密頓量對角化。
  4. By using the new method, the eigenstate of xxz antiferromagnetic model is solved, which is revealed to be 5 ? l, l ) coherent state. in the third chapter, we discussed the relation between the bogoliubov - valatin transformation and the algebraic method based upon the bcs model hamiltonian at first. then, we diagonalized the ssh model hamiltonian for the first time by using the algebraic diagonalization method

    第三章我們首先使用bogoliubov - valatin變換對角化和新的代數對角化兩種方法，將bcs模型的哈密頓量對角化，並對兩種對角化方法作了比較、討論；其後，本文首次給出了代數對角化方法在ssh模型中的應用，並且其結果也與bv變換法的作了同上面bcs模型類似的討論。
  5. In the first chapter of the article we introduce the bogoliubov - valatin transformation theory based upon the xxx antiferromagnetic model. in the second chapter, a new algebraic diagonalization method is presented

    第二章介紹一種新的代數對角化方法的理論，這種方法可以將具有半單李代數結構的哈密頓量對角化。
  6. The result is also compared with that one get by using bogoliubov - valatin transformation. chapter four is the conclusion of this article

    第四章是本章的結論，其中對代數對角化方法的應用做了簡要的總結，提出了一些有待于以後解決的問題。
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