數學物理 的英文怎麼說
中文拼音 [shǔxuéwùlǐ]
數學物理
英文
mathematical physics- 數 : 數副詞(屢次) frequently; repeatedly
- 學 : Ⅰ動詞1 (學習) study; learn 2 (模仿) imitate; mimic Ⅱ名詞1 (學問) learning; knowledge 2 (學...
- 物 : 名詞1 (東西) thing; matter; object 2 (指自己以外的人或與己相對的環境) other people; the outsi...
- 理 : Ⅰ名詞1 (物質組織的條紋) texture; grain (in wood skin etc ) 2 (道理;事理) reason; logic; tru...
- 數學 : mathematics
- 物理 : 1. (事物的內在規律) innate laws of things2. (物理學) physics
-
Because of its extensive application and underdeveloped research level in our country, this paper establish the numerical model of blank cartridge ejecting device, the whole process from blank cartridge burning to eject missile is analyzed by classic interior ballistic theory and gas dynamics. several simulation examples are given, and the effect of different parameter structure on ejecting device is discussed
鑒于這類系統在我國的廣泛應用與相對滯后的研究水平,本文針對三種類型五種型號的掛彈鉤建立了拋放彈彈射機構的數學物理計算模型,用經典內彈道和氣體動力學理論分析了火藥彈燃燒到彈射活塞完全推離懸掛物的整個過程。Mathematical, physical and chemical symbols of chinese braille
中國盲文數學物理化學符號His work inspired the great cambridge school of mathematical physicists.
他的工作培育了數學物理學者的龐大的劍橋學派。The extremum of function in mathematical physics
數學物理問題中的泛函極值The theoretical sciences, which seek truth, are mathematics, physics, and metaphysics.
理論性科學是探求真理的,包括數學,物理學以及形而上學。Mathematical physics keeps wolfram in business
數學物理學不斷鎢生意。The methods of analysis and evaluation to the stability of slope, now mainl y are qualitative analysis, half quantitative analysis, physics model test and qua ntitative analysis. they all are extensively synthetically use of project geology, soil mechanics and classical mathematics physics, with the help of computers
對于斜坡穩定性的分析評價方法,目前主要有定性分析、半定量分析、物理模型試驗和定量分析等,它們都是對工程地質、巖土力學以及經典數學物理通過計算機進行廣泛的綜合運用,各有側重和優勢。Numerical simulation mainly is performed by finite element method and discrete element method in physics ; based on computer graphic techniques and image processing techniques, visualization and graphic simulation are a shortcut method to steer the calculation process and to comprehend the computation results
數值模擬主要採用有限元、離散元等數學物理模型,而可視化技術及圖形模擬基於圖形學和圖像處理技術,是駕馭計算過程及理解大體積數據的唯一有效途徑。By using theories from the relevant disciplines such as geography, mathematics, physics, ecology, and system sciences, this thesis develops a framework employing the concept of system entropy to represent the state function of the man - earth relationship system. in this framework the entropy change is used to show the development change of the system, and the entropy flow to express the flow among the spatial parts of the system. following the framework, and based on a large set of household data from surveys, the thesis makes a quantitative analysis of the village - level man - earth relationship system from a micro - perspective
藉助地理學、數學、物理學、生態學、系統科學等有關學科理論,根據實地調查的大量農戶數據,從微觀視角對村域人地關繫系統進行了定量分析,用人地關繫系統熵來表徵人地關繫系統的狀態函數,用熵變來反映人地關繫系統的發展變化,用熵流來表示人地關繫系統各空間型式地域主體之間的流動。Mathematical physics equa - tions printed lectures second edition in chinese
數學物理方程講義.第2版How to solve the questions of mathematics physics with green function method is clarified with several examples
結合具體實例,說明如何用green函數方法解決數學物理問題了。Green function method is very important in the mathematics physics. with the developing of physics, the method is more and more important and it is used more and more widely. but it is difficult for student to learn green function method
Green函數方法是求解數學物理方程中的重要方法,隨著近代物理學的發展,這一方法越來越重要,應用也越來越廣泛,然而, green函數方法又是初學者普遍感到困難的內容。Harmonic maps between riemannian manifolds are very important in both differential geometry and mathematical physics. riemannian manifold and finsler manifold are metric measure space, so we can study harmonic map between finsler manifolds by the theory of harmonic map on general metric measure space, it will be hard to study harmonic map between finsler manifolds by tensor analysis and it will be no distinctions between the theory of harmonic map on finsler manifold and that of metric measure space. harmonic map between riemannian manifold also can be viewed as the harmonic map between tangent bundles of source manifold and target manifold
黎曼流形間的調和映射是微分幾何和數學物理的重要內容。黎曼流形和finsler流形都是度量空間,自然可利用一般度量空間調和映射的理論討論finsler流形間的調和映射。但由於控制finsler流形性質的各種張量一般情況下很難應用到一般度量空間調和映射的理論中,使得這樣的討論大都是形式上的,並與一般度量空間調和映射的理論區別不大。Some subjects, such as mathematics, physics and english, are compulsory for the students in this department.
有些課程,比如數學、物理和英語,本系學生都是必修的。Finally several beam models for the partially coherent beam are introduced, which include gsm beam, polychromatic vector gsm beam and partially polarized gaussian schell - model ( pgsm ) beam et al
闡述了描述部分相干光束的數學-物理模型,包括高斯-謝爾模型( gsm )光束、多色矢量高斯-謝爾模型光束和準單色矢量高斯-謝爾模型光束即準單色部分偏振高斯-謝爾模型( pgsm )光束。This paper described a cross - flow type of indirect evaporative cooler with condensation in primary airflow. according to the heat and mass transfer performance of indirect evaporative cooler, three - dimensional mathematical model had been established. with the preprocessor gambit, the geometry and mesh generation was completed
論文根據間接蒸發冷卻過程傳熱傳質的特點,對間接蒸發冷卻器進行了合理必要的簡化假設,應用計算流體力學( cfd )方法,建立了板式間接蒸發冷卻器的三維數學物理模型。Program : to present new research results in the representation theory of finite and infinite dimensional algebras, lie algebras, algebraic groups, quantum groups, superalgebras, vertex operator algebras, and related applications to other fields of mathematics and physics
會議內容:這次會議將交流我國及世界其它國家在以下領域中的最新研究成果:有限維及無限維結合代數的表示理論;李群,李代數,代數群,有限群,以及量子群的表示理論;頂點運算元代數及其表示理論;與以上表示理論有關的數學物理及量子場論The extenics is a newly subject, which is a border subject among mathematics, physics and engineering recently, it ' s developing rapidly
摘要可拓學是一門新興的、介於數學、物理學和工程學的邊緣學科。In force measurements, the static and dynamic tether forces of leukemia cell and mammary cancer cell membranes were detected. the tether forces of mammary cancer membranes in different conditions were compared. and the mechanical properties in the process of tether formation were discussed
在細胞膜力學性質的研究中,我們用細胞膜拉絲的方法,測定了單個白細胞、乳腺癌細胞在各種條件下的動態和靜態膜絲力,首次建立了細胞膜質庫的數學物理模型,對膜絲形成的力學機理進行了較詳細的探討。It plays a very important role in many application, according to the point of mathematics point, its mostly application originate from equations of mathematical physics, difference equations, markov process, and so on, its purpose is to solve the problems of solid, fluid, electromagnetic, microscopic particles, system control, and etc. in practical science research and engineer applications, such as, architecture project, research of aeronautics and astronautics, bioscience, computing physics and oil reconnoiter, many large scale generalized eigenvalue problems need to be solved
它在很多應用中扮演非常重要的角色,從數學角度來看,矩陣特徵值問題的應用大多來自數學物理方程、差分方程、 markov過程等。目的是為了計算固體、流體、電磁、微觀粒子、系統控制等重大問題。在實際的科學研究與工程應用中,比如在建築工程、航空航天研究、生物科學、計算物理以及石油勘探中,都要涉及到大規模矩陣廣義特徵值問題的計算。分享友人