函數方程 的英文怎麼說

中文拼音 [hánshǔfāngchéng]
函數方程 英文
functional equation
  • 函 : 名詞1. [書面語] （匣; 封套） case; envelope 2. （信件） letter 3. （姓氏） a surname
  • 數 : 數副詞（屢次） frequently; repeatedly
  • 方 : Ⅰ名詞1 （方形; 方體） square 2 [數學] （乘方） involution; power 3 （方向） direction 4 （方面） ...
  • 程 : 名詞1 （規章; 法式） rule; regulation 2 （進度; 程序） order; procedure 3 （路途; 一段路） journe...
  • 函數 : [數學] function函數計算機 function computer; 函數計算器 function calculator; 函數運算 functional operation
  1. It is not hard to conclude that the theory can also be used to solve the problem of reparametrization of curves and surfaces. the fifth part is the expression of normal curves and surfaces in the form of bsc and bbc. the last part involves the applications of the theory of bsc and bbc curves and surfaces in the field of reparametrization of curves and surfaces and entitative modeling

    主要研究bbc函數的構造、表示和性質， bbc曲線曲面的表示方法，曲線曲面的參數方程以及它們的性質和特徵， bbc曲線曲面b zier曲線曲面的關系， bbc曲線曲面的相關演算法；第四部分是tbsc和tbbc曲線曲面理論，涉及tbsc和tbbc函數的概念， tbsc和tbbc曲線曲面的方程及其與b樣條曲線曲面以及b zier曲線曲面的關系；第五部分是常用曲線曲面的bsc和bbc表示；第六部分是bsc和bbc曲線曲面理論在曲線曲面重新參數化中的應用和實體造型中的應用。
  2. This paper provides the functional equation and parametric expression of rooted near triangulations on the torus with the size and the valency of the root - face as two parameters, and gives an explicit formula for the number of rooted near triangulations of the root face valency one on the torus with the size as a parameter

    本文提供了環面上帶邊數和根面次這兩個參數的有根近三角剖分的函數方程及其參數表達式，並給出了根面次為1以邊數為參數的有根近三角剖分地圖的精確解
  3. Paper aims at the theory problem of exact celerity machining design which is realized urgently in special shaped products, solves mathematics model of similar forming plastic stream, recurring to modern conformal mapping fruit, builds die mathematics model and optimized function equation of arc square product in precision extruding / drawing, establishes theory model for precision celerity shaped die of cad / cam integrative constitution

    摘要本文針對亟待實現的擠壓（拔制）異型材模具精密快速加工設計理論課題，藉助于近代共形映射理論研究成果，求解了異型材擠壓（拔制）模具相似成形塑性流動的數學模型，建立了圓角方型材精密擠壓（拔制）模具模腔數學模型及其優化函數方程，建立了為實現模腔精密快速的cad / cam一體化的理論模型。
  4. A new analytical method for the plane elastic or thermoelastic problem on complex multiply connected region based upon the complex potential theory of elastic mechanics built by muskhelishvili. n. i. by combining the theory of sectionally holomorphic function, cauchy model integral, the analysis of the singularity of complex function and riemann boundary problem, the analysis relation between the complex potentials is obtained, and then the problem is transformed into solving an elementary complex potentials equation

    I彈性力學復勢理論的基礎上提出一種處理復雜多連通域平面彈性與熱彈性問題新的分析方法，將復變函數的分區全純函數理論，復勢奇性分析， riemann邊值問題與cauchy型積分相結合，求得各分區復勢的解析關系，將問題歸結為一個初等復勢函數方程的求解。
  5. In chapter l, we in - troduces self mappings on an interval, the roots of the functions, functional equations and the embedding flow

    對迭代的研究涉及線段上的自映射，迭代根與迭代函數方程，迭代根與嵌入流等問題。
  6. Some kinds of iterative functional equations together with some basic results are introduced in chapter 1. chapter 2 is devoted to existence of continuous solutions of some iterative equations

    在本文的緒言中介紹了幾類迭代函數方程，並對與之相關的一些基本結果作了一個簡要介紹。
  7. On the basis of the field data of water temperature, a new formula for estimating water temperature of river by using meteorological factors is put forward by using the method of least squares

    摘要結合某流域水溫原型觀測資料，通過分析水溫與氣溫、太陽輻射、濕度和風速之間的相關關系，採用最小二乘法建立了水溫與氣溫、濕度和風速三者之間的多變量函數方程式，提出了一種利用氣象因子估算天然河道水溫的新公式。
  8. Existence, uniqueness and continuous dependence of c0 solutions for an iterative functional equation related to invariant curves of functional differential equations with piecewise constant arguments are given under weaker conditions than that known results of c1 solutions. symmetry is also considered so that some obtained results are generalized to rn

    本章首先討論了與逐段常時滯泛函微分方程不變曲線有關的一類迭代函數方程的連續解的存在唯一性和連續依賴性，不但弱化了已有結果的c ~ 1光滑性的條件，還討論了連續解的對稱性，並根據對稱性將一些結果推進到高維。
  9. The streamlines of the flow are obtained from an exact analytical treatment of the stokes equations by making use of finite element methods and complex function theory. based on the calculations, the formation and evolution of vortices in the flow are visualized

    運用有限元方法，從斯托克斯方程，連續性方程和流函數方程出發，通過有限元離散、等參元映射、數值積分和牛頓迭代，得到有限元方程的精確數值解，利用后處理軟體對得到的數值結果進行了可視化處理。
  10. In chapter 5, hyers - ulam stability of functional equations in single variable is studied

    第五章研究了單變量的函數方程的hyers一ulam穩定性
  11. We summarize some known results on hyers - ulam stability of functional equations in single variable, simplify conditions in three senses for the generalized gamma functional equation. furthermore, we discuss hyers - ulam stability of a nonlinear iterative equation and prove existence and uniqueness of solutions near its approximate solutions

    本章在綜述單變量的函數方程hyers一ulam穩定性的有關結果的基礎上，簡化了有關廣義r一函數方程在三種意義下的hyers一ulam穩定性的條件並給出了一些不同於經典r一函數方程的例子
  12. Matlab used to soulte two transcendental equations of trigonometric function in calculating the gears ' parameters

    解決齒輪計算中兩類超越三角函數方程的求解問題
  13. The simulation results of a mosfet circuit and test equation group prove the advantages of the model

    最後，用二輸入mosfet電路和多個測試函數方程組對模型進行了實例化模擬，結果表明此模型非常令人滿意。
  14. Two kinds of machining methods of function equation curve are introduced

    介紹了兩種函數方程曲線加工方法。
  15. Using differential equation to solve function equation

    利用微分方程求解函數方程
  16. Analytical solutions of a generalized function equation in the theory of fluids

    流體力學中一個廣義函數方程解析解的存在性
  17. Deduction of photosynthesis enzyme inhibition equation of plant leaf scale in land surface model

    3植物葉片尺度光合作用酶限制函數方程推導
  18. So far, we have got the basic energy expressions of quantum mechanics and relativity from tast

    時空波函數方程得到了廣義相對論及量子理論關于能量的基本表達式：
  19. Another is to make drawing in cad according to the functim equation and create tool paths program in cam

    另一種是在cad中根據所給的函數方程畫出圖形，在cam中生成刀具軌跡程序進行加工。
  20. Furthermore, according to stwf, we will demonstrate schrdinger equation strictly, and make it, a hypothesis in quantum mechanics, a theoretical outcome of tast. 2. 4 space - time wave function

    時空波函數方程出發直接嚴格地證明薛定諤方程，使其從量子理論的假設成為解析時空理論的時空波函數方程下的一個理論結果！
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