重整群方法 的英文怎麼說

中文拼音 [zhòngzhěngqúnfāngfǎ]
重整群方法 英文
renormalization group methods
  • 重 : 重Ⅰ名詞（重量; 分量） weight Ⅱ動詞（重視） lay [place put] stress on; place value upon; attach im...
  • 整 : Ⅰ形容詞1 （全部在內; 完整） whole; all; complete 2 （整齊） neat; tidy; orderly Ⅱ動詞1 （整理; 整...
  • 群 : Ⅰ名詞（聚在一起的人或物） crowd; group Ⅱ量詞（用於成群的人或物） group; herd; flock
  • 方 : Ⅰ名詞1 （方形; 方體） square 2 [數學] （乘方） involution; power 3 （方向） direction 4 （方面） ...
  • 法 : Ⅰ名詞1 （由國家制定或認可的行為規則的總稱） law 2 （方法; 方式） way; method; mode; means 3 （標...
  • 重整 : reform; reforming重整催化劑 reforming catalyst; 重整反應 reforming reaction; 重整過程 [化學工業] ...
  • 方法 : method; means; way; technique; process; procedure; plan; device; recipe; fashion; tool; maneuver
  1. From the basic attributes of circulation system, building compages and arrangement, space frame and sightline conforming, landscape controlling, i build the evaluating model of the dendriform index system. chapter 5 of the dissertation discuss the residential quarter project in chongqing to prove the maneuverability of the evaluating model

    第四章是論文研究的重點，結合設計方法的總結，從交通系統與流線組織，建築群體組合與布局，空間構架和視線整合，景觀構成四個方向為主幹分支，建立具有較強的可操作性的樹狀指標體系評價模型。
  2. Eight aspects related to the study of early precambrian metamorphic stratigraphy are dealt with in this paper : general situation of the study ; complexity of the stratigraphy and difficulties of the study ; thoughts and methods of the study ; division of rock suite, rock group and complex rock ; researches on important regional discordances ; types and characteristics of protolith and recovery of palaeoenvironment ; correct differentiation of the metamorphic strata, ttg rock system and other metamorphic plutonic rocks ; determination of the ages of the metamorphic strata

    摘要主要論述了與早前寒武紀變質地層（學）有關的8個方面的問題：早前寒武紀變質地層的研究概況；早前寒武紀變質地層的復雜性和研究難度；早前寒武紀變質地層研究的思路和工作方法；早前寒武紀變質巖石地層單位巖群、巖組和雜巖的劃分問題；重要區域性不整合的研究；鑒定變質地層的原巖類型、巖石性質和恢復古環境；正確區分變質地層和ttg巖系以及其他變質深成巖；變質地層時代的確定。
  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. 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。
  5. Fifth, party organizations in all localities and departments must check up the working style of all party members at regular intervals through criticism by the masses and through self - criticism, drawing on the experience gained in party rectification movements of the past and laying stress on the implementation of the mass line

    第五，各地區各部門黨的組織，必須運用過去整黨工作的經驗，採取群眾性的批評和自我批評的方法，每隔一定時期，對全體黨員進行一次工作作風的整頓，特別著重檢查群眾路線的執行情況。
  6. Abstract : biological invasions are a continuous feature of a non - equilibrium world, ever more so as a result of accidental and deliberate introductions by mankind. while many of these introductions are apparently harmless, others have significant consequences for organisms native to the invaded range, and entire communities may be affected. here we provide a survey of common models of range expansion, and outline the consequences these models have for patterns in genetic diversity and population structure. we describe how patterns of genetic diversity at a range of markers can be used to infer invasion routes, and to reveal the roles of selection and drift in shaping population genetic patterns that accompany range expansion. we summarise a growing range of population genetic techniques that allow large changes in population size ( bottlenecks and population expansions ) to be inferred over a range of timescales. finally, we illustrate some of the approaches described using data for a suite of invasions by oak gallwasps ( hymenoptera, cynipidae, cynipini ) in europe. we show that over timescales ranging from 500 10000 years, allele frequency data for polymorphic allozymes reveal ( a ) a consistent loss of genetic diversity along invasion routes, confirming the role of glacial refugia as centres of genetic diversity over these timescales, and ( b ) that populations in the invaded range are more subdivided genetically than those in the native range of each species. this spatial variation in population structure may be the result of variation in the patchiness of resources exploited by gallwasps, particularly host oak plants

    文摘:生物入侵是不均衡世界的一個永恆話題，尤其是當人類有意或無意地引入物種后.很多引入顯然是無害的，但另外一些則有著嚴重的後果，會給入侵地的生物以至於整個生物群落造成影響.本文總結了分佈區擴張的常見模式，概述了它們對遺傳多樣性和種群結構式樣所造成的影響.描述了如何根據以一批遺傳標記所得到的遺傳多樣性式樣來推斷入侵途徑，來揭示伴隨擴張選擇和漂變在形成種群遺傳樣式中的作用.本文對日益增多的群體遺傳學方法進行了總結，這些技術可以用來在不同的時間尺度上推斷種群規模所發生的巨大變化（瓶頸效應及種群擴張） .最後，我們以歐洲櫟癭蜂（膜翅目，癭蜂科，癭蜂族）一系列入侵的數據為例對一些方法進行了說明.從500 10000年的時間尺度上，多態的等位酶位點上等位基因頻率的數據表明: 1 ）遺傳多樣性沿入侵路線呈不斷下降的趨勢，支持了冰河期避難所作為遺傳多樣性中心的作用; 2 ）入侵地區的種群與該物種原產地的種群相比，遺傳上的分化更為強烈.這種種群結構在空間上的變異可能是被櫟癭蜂開發的資源尤其是櫟樹寄主在斑塊上出現變異的反映
  7. The traits of the two kinds of lattice determine which method we use to study it. the site - block method is often for transitionally invariant lattice and decimation for fractals

    這兩種晶格的特點也就決定了在重整化群計算時選取什麼樣的粗粒化方法，平移對稱晶格一般採用自旋?元塊法，分形晶格採用格點消元法。
  8. 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
  9. 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。
  10. 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。
  11. 3. a new tsaw model are proposed, we use the real space renormalization group approach to treat the model on square lattice. the threshold kc and the fractal dimension d are obtained respectively

    我們提出了一種新的自迴避行走模型（飛蟻模型） ，用重整化群方法計算了該模型的臨界值和分形維數分別為kc = 0 . 545069 、 d = 0 . 814909 。
  12. These values are the critical exponents of three - dimension site - lattice. we study the two - dimension triangular - bond lattice percolation with next - nearest - neighbor interactions on the renormalization group approach as well

    另外，我們採用位置空間重整化群方法，對二維次近鄰三角格子鍵滲流模型進行了研究。
  13. In the second chapter, combined with the two - dimension triangle lattice ising model, we show the procedures of the renormalization group methods and illustrate how to apply these methods to solve critical exponent in detail

    在第二章中結合二維三角形晶格伊辛模型詳細地介紹了重整化群方法的步驟以及如何應用重整化群方法來求解臨界指數。
  14. Renormalization group method which calculates fractal dimension theoretically is the most useful tool when we study critical phenomena of phase transition

    重整化群方法是研究相變的臨界現象最有力的工具，它是一種由理論求得分形維數的方法。
  15. Some researches have been done as follows : 1. in the study of percolation model, a coefficient, which is used to describe " conduction " rule, is defined

    重整化群方法處理滲流模型時， 「導通」規則的選取至關重要，我們定義一個描述「導通」規則的系數（簡稱規則系數） 。
  16. The real - space renormalization group approach is close to fractal and is widely used in geometric phase transition systems without hamilton, for example, percolation model, rock fracture model, flit ant model

    實空間重整化群方法與分形有密切的關系，在不具有哈密頓的幾何相變系統，如滲流，巖裂，自迴避無規行走等模型廣泛地被應用。
  17. In the study of these problems, the technique of real space renormalization group is proved to a comparatively powerful means

    重整化群方法已被證明是一種研究該類問題較為有效的方法。
  18. Wilson is the first scientist who applied renormalization group method to critical phenomenon. therefore, he opened the new frontier of the theoretical research of the critical phenomenon

    Wilson首次將重整化群方法應用到臨界現象上，為臨界現象的理論研究打開了新的一頁。
  19. Soon after that, other researchers adopt this idea to investigate critical phenomenon. they realized that the renormalization group method is a new scheme to research critical phenomenon

    隨后一些研究者也採用重整化群方法研究臨界現象，發現重整化群方法是一種很好的研究臨界現象的方法。
  20. The real - space ( or position - space ) renormalization group method is close to fractal and is widely used in geometric phase transition systems without hamilton, for example, seepage, lattice animal and random walk

    實空間（位置空間）重整化群方法與分形有密切的關系，在不具有哈密頓的幾何相變系統，如滲流，晶格動物，無規行走等廣泛地被應用。
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