 全文文献 工具书 数字 学术定义 翻译助手 学术趋势 更多   a complex variable 的翻译结果: 查询用时：0.179秒 在分类学科中查询 所有学科 数学 力学 更多类别查询 历史查询  a complex variable 复变(43)  复变
 Applications of Functions of a Complex Variable in Fundamental Theorem of Algebra 复变函数在代数基本定理中的应用 短句来源 Exact Solution of Navier-Stokes Equations——The Theory of Functions of a Complex Variable under Dirac- Pauli Representation and Its Application in Fluid Dynamics (Ⅱ) Navier-Stokes方程的精确解——Dirac-Pauli表象的复变函数理论及其在流体力学中的应用(Ⅱ) 短句来源 In this article,principle of compactness and theory normal family in the theory of functions of a complex variable are popularized to the family of solution of Бичазе equation. 本文将复变函数论中的致密性原理和正规族理论推广到Бичaзе方程的解族中去． 短句来源 Thinking on the Teaching Method in Function of a Complex Variable 关于复变函数论教学方法的思考 短句来源 The Method of a Complex Variable for Plane Kinematics 平面运动的复变函数方法 短句来源 更多 “a complex variable”译为未确定词的双语例句
 Calculation of the Spencc Function for a Complex Variable 复变量Spence函数的数值计算 短句来源 When Z is assigned the meaning of a complex variable, problem of "closed form" of formal power series emerges. 当指定Z为复数变元时,就有了形式冪级数的“变換”函数,即闭合形式的问题。 短句来源 First, the design variables are decomposed into basic and complex variables. A complex variable is a function or integration of basic variables. 设计变量可分解为基本设计变量和复合设计变量,复合设计变量是基本设计变量的函数或综合; 短句来源 After inducting a complex variable the differential equation with it complex variable is obtained and can be solved by lrigonometric series for the expressions oF intrinsic forces, slresses and deformations. 引入复变量后,得到一个二阶复变量微分方程,用三角级数解该方程,导出了内力、应力和变形计算式。 短句来源 In this paper we obtain the integral intermiate value formulas and the asymptotic properties of" intermediate point"for function of a complex variable. 本文建立复函数的一般形式局部积分中值公式及“中间点”的渐近性质。 短句来源 更多 相似匹配句对
 Counterexample in the Functions of a Complex Variable 复变函数中的反例 短句来源 The Method of a Complex Variable for Plane Kinematics 平面运动的复变函数方法 短句来源 L.A. A. 短句来源 , A. 、赣皖乌头A. 短句来源 On Selection of the Variable 关于自变量的选择 短句来源 查询“a complex variable”译词为用户自定义的双语例句

我想查看译文中含有：的双语例句  a complex variable
 Photoelastic calculations by a complex variable method A complex variable technique for the stress field around an elliptic underground inhomogeneity A complex variable technique to study notch-effects in geodynamics On certain compositions of functions of a complex variable On certain compositions of functions of a complex variable 更多 It is proved, for the two-dimensional question, that the general expression of total intensity △T has the same form as the vertical intensity Z. There is a possibility to consider the anomaly curves △T as Z. Therefore by use of the Cauch-Riemann's condition in the theory of function of a complex variable we may from anomaly curves △T calculate its so called "negative harmonic conjugate function" () which is corresponding to the anomaly curves H. It is indicated that interpretation of the magnetic data... It is proved, for the two-dimensional question, that the general expression of total intensity △T has the same form as the vertical intensity Z. There is a possibility to consider the anomaly curves △T as Z. Therefore by use of the Cauch-Riemann's condition in the theory of function of a complex variable we may from anomaly curves △T calculate its so called "negative harmonic conjugate function" () which is corresponding to the anomaly curves H. It is indicated that interpretation of the magnetic data may be facilitated by ussing () together with its original function △T. Two examples of application are given: 1) the calculation of the magnetic moment and its inclination for two-dimensional bodies from △T and AT; 2) downward analytical continuation of △T by use of values of △T and △T on the horizon of observation. 本文对于二度问题证明了总磁場强度△T与垂直磁場强度Z的一般表达式具有相同的形式,因此可以把△T异常曲线看成Z异常曲线,利用复变函数理论中的柯西-黎曼条件我们就可根据△T异常曲线计算出与H异常曲线相当的所谓△T的“负共轭调和函数”△T,文中指出了同时利用△T及其原函数△T将有助于磁测资料的解释工作,还举出了两个应用的例子:1)根据△T与△T计算二度体的磁矩及其倾角;2)利用观测水平上的△T及△T值将△T向下解析延拓。 In this paper, the polynomial of a complex variable s(=sx+iy) with real coefficients 本文图示复变数s(=x+iy)的实系数多项式K=f(s)≡a_0s~n+a_1s~(n-1)+……+a_(n-1)s+a_nK是实参数,因此上式的图示表为(x,iy,K)中的一集空间曲线.这曲线在三个坐标平面上的投影就是本文图示的内客.在(x,iy)上的投影就是根轨迹.不论n=2m+1或n=2m+2,根轨迹方程都是y~2的m次方程.(K,x)图线除了包含实曲线K_r=f(x)以外,尚包含复根的实数部随K变化的曲线,这是新增的曲线.(K,x)曲线对判别系统的绝对和相对稳定性是很有用的.(K,iy)曲线对控制系统来说,表示放大K和自然频率ω(≡y)的关系曲线.这三幅图线可应用于方程式论和工程控制论. In this paper,we discuss the extended graphical representation of the fraction of a complex variable s, 本文研究有理分式的增广图示,分子分母分别为n及m次多项式的有理分式,它的根轨迹方程的次数,当n+m是偶数时,是y~2的(n+m)/2-1次;当n+m是奇数时,是(n+m-1)/2次.因此,n+m≤10的图示数据能用公式计算有理分式的增广图示能应用于研究反馈系统及特征方程的任一实系数作参数的图线特性.用本文理论易证倒分式定理:K_1=f~(n)(s)/(F)~(m)(s),与K_2=F(m)~(s)/f(n)~(s)二者在复数平面上的根轨迹完全相同又由图示知识发现,不论n和m多大,只要有理分式的零点和极点在实轴上相间排列,它就没有复数根轨迹,这样的系统不会发生振荡,本文对这种分式可能存在的稳定区作较全面地分析. << 更多相关文摘 相关查询

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