renormalization 中文意思是什麼

renormalization 解釋
再歸一化
  1. Then the structure unit of hexangular lattice is found according to the principle of invariable symmetry. renormalization transformation is processed when we regard the structure unit and the growth model as graphs before and after transformation respectively. after choosing the 11 thermodynamic function fugacity as parameter, we can write out the partition functions before and after transformation and the formula of renormalization transformation

    然後根據對稱性不變的原則，從整體晶格中選取結構單元，把結構單元和生長模型分別作為重整化變換前、后的圖形來進行重整化變換，選取熱力學函數易逸度為參量，寫出了重整化變換前後的配分函數和重整化變換關系式，求出了這一變換的不動點。
  2. Application of renormalization group theory to critical behavior of water

    應用重整化群理論計算超臨界水的性質
  3. It is just the difficulty that the strongly correlated electron systems can not be studied by analytical methods, a variety of simulative numerical methods come out sequentially. there are a few typical methods such as the exact diagonalization ( ed ), the qutum monte carlo ( qmc ), the variation monte carlo ( qmc ), the renormalization group ( rg ), and the density matrix renormalization group ( dmrg ) and so on

    正是強關聯系統遇到了解析研究的困難，各種數值模擬方法才相繼出現，最典型的數值方法有：嚴格對角化（ ed ） ，量子蒙特卡洛（ qmc ）模擬、變分蒙特卡洛模擬（ vmc ） 、數值重整化群（ rg ）以及密度矩陣重整化群（ dmrg ）等。
  4. The effect of coordination number on phase transition point from the study of renormalization group calculation for hexagonal lattice

    從六角格子的實空間重整化群計算看配位數對相變點的影響
  5. At last, we compare the results of renormalization group method with that of green ' s functions method

    並將結果與常規的格林函數方法所得的結果作了比較。
  6. In the third chapter, connected with the cube lattice model, we present the steps of the renormalization group and indicate the corresponding relationship between the fixed points of the renormalization group and the critical points

    在第三章中結合立方晶格模型介紹了基於泛函積分的重整化群方法的幾個步驟以及重整化群中的固定點和臨界點的對應關系。
  7. Here are some references for nrqcd & nrqed : renormalization group scaling in nonrelativistic qcd on the multipole expansion, the qcd heavy quark potential to order v * * 2 : one loop matching conditions on matching calculations

    11下面是非相對論性量子色動力學和非相對論性量子電動力學的一些參考資料：關于多極展開的非相對論性量子色動力學中的重整化群定標，關于匹配計算的v * * 2階的量子色動力學重夸克勢：單圈匹配條件。
  8. This theory is based on a model for how the structure on one length scale l is related to that on another scale m, with the implicit assumption that the structure is invariant under the renormalization group scale transformation t ( x )

    該方法假定在標度變換下系統的結構不變，討論在長度標度l與l下系統結構的關系。
  9. Whereas string theory cannot be tested directly ? it deals with energies that cannot be created in the laboratory ? connes points out that noncommutative geometry makes testable predictions, such as the higgs mass ( 160 billion electron volts ), and he argues that even renormalization can be verified

    例如，弦論無法以實驗來檢驗，因為弦論所涉及的能量太高，物理學家在實驗室中造不出那麼高的能量，但是鞏訥指出非可換幾何所做的預測，譬如希格斯質量（ 1600億電子伏特） ，卻是可以檢驗的，他說甚至重整化也可以證實。
  10. A study of the simple cubic lattice bond percolation problem on the renormalization group approach

    簡立方格子鍵滲流模型的重整化群方法研究
  11. In the forth chapter, we present the subsequent development of the renormalization group methods at the beginning. then based upon the electron - phonon model, we explain how to apply these methods to obtain the flow equations of the model

    在第四章中首先介紹了重整化群方法的最新發展，並結合電子?聲子模型詳細介紹了如何用重整化群流方程方法導出系統的流方程。
  12. This is indeed the correct point of view and the only way to make sense of renormalization

    有了重整化理論之後，這種看法，在我看來即使沒有被完全淘汰，至少也淡化了許多。
  13. A trial to improve the precision of renormalization group

    提高重整化群精度的一個嘗試
  14. The renormalization group calculation for square lattice of double layer

    模型的重整化群計算
  15. Renormalization group and critical phenomena

    重整化群與臨界現象
  16. In the mean time, the theory of renormalization group is got developing rapidly

    與此同時重整化群理論也得到了迅速的發展。
  17. Dynamical real - space renormalization - group technique suitable for arbitrary spin systems

    適合於任意自旋系統的動力學實空間重整化群技術
  18. Based upon these results, we conclude that the method of flow equation of the renormalization group is a good new way

    綜上所述，我們認為重整化群流方程是一種較好的新方法。
  19. The models of percolation, rock fracture and flit ant are studied on the real - space renormalization group approach

    本文利用實空間重整化群方法對滲流、巖裂、飛蟻模型進行了研究。
  20. This way seems to avoid partition function, but study the transformation that makes partition function unchanged. these transformations are made up of renormalization group

    它迴避了直接求配分函數，而代之以研究使配分函數保持不變的變換，這些變換構成所謂重整化群。
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