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taylor-series
相关语句
  泰勒级数
     Based on the analysis of Taylor-series expansion methods, we proposed a new divider algorithm.
     在分析除法器设计的泰勒级数展开算法基础上,提出了一种新的除法器设计算法。
短句来源
     The Taylor-Series method and Gauss-Newton method combined to make a mixed Taylor -Series method.
     将泰勒级数法与高斯-牛顿法相结合,得到一种混合泰勒级数法。
短句来源
     Based on the theoretical mathematical procedure, investigating the application of the Taylor -Series method in bearings-only TMA.
     以泰勒级数法的理论模型为基础,研究它在纯方位TMA中的应用问题。
短句来源
     Taylor-Series Method for Bearing Only TMA
     用于纯方位目标运动分析的泰勒级数
短句来源
     A set of formulas calculating higher-order updates and gradient for dynamic responses is derived by setting up the mapping relationship between the design variables space and the re-analysis variables space, hence, higher-order directional derivatives of dynamic response and the Taylor-series representation of dynamic reponse updates considered in the re-analysis variables space. and the technique of modal analysis is utilized.
     本文通过建立设计变量空间到重分析变量空间的映射关系,然后在重分析变量空间,考虑动响应高阶方向导数及动响应修改量的泰勒级数表达式,利用模态分析技术,推导出一套动响应高阶修改和计算动响应梯度的公式。
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  “taylor-series”译为未确定词的双语例句
     The location algorithm of this scheme is the key point in this thesis. Based on the analyses of the Taylor-series method and the method proposed by Y.
     论文将应用于这种方案的定位算法作为研究重点,首先分析了CHAN算法、TAYLOR算法的基本性能,在此基础之上确定了基本定位算法。
短句来源
     Synthesizing the merit of many kinds of algorithms, new TDOA algorithm is put forward. This algorithm is a kind of integration Chan algorithm and Taylor-series algorithm.
     综合多种算法的优点,本文提出了一种融合Chan算法和Taylor序列展开算法的新TDOA算法。
短句来源
     In Monte Carlo simulation, the capability of the Taylor -Series method matches Gauss-Newton, for some scenarios, the convergence time and performance of the mixed method even overmatch .
     经蒙特卡罗仿真研究,其性能可与高斯-牛顿法相比较,对于有些态势甚至在收敛时间以及解算效果上要优于高斯-牛顿法。
短句来源
  相似匹配句对
     Random Taylor Series
     随机Taylor级数
短句来源
     On the Conditions of Taylor Series
     泰勒级数条件的比较
短句来源
     F. & Taylor W. C.
     云贵水韭(I.yunguienesis Wang Q.F.& Taylor W.C.)
短句来源
     Taylor,D.
     Taylor,D.
短句来源
     Taylor-Series Method for Bearing Only TMA
     用于纯方位目标运动分析的泰勒级数法
短句来源
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  taylor-series
This paper treats the central zone of a cylindrically symmetric problem inP3-approximation using Taylor-series.
      
To derive this model, a first-order Taylor-series approximation to the intrinsically nonlinear unionization variable is made; the resulting linear equation is estimated with generalized least-squares (GLS) techniques.
      
The first of these techniques is based on making a Taylor-series expansion of the stack centerline temperature profile.
      
The report describes the TAYLOR software for computing the coefficients in Taylor-series expansions of functions.
      
A Taylor-series expansion of the intermediate coupling energy levels for the U4+(5f2) has been developed for the first time by using the mathematical procedures of Racah.
      


1.Consider an analytic function (s) defined by a Dirichlet series whose axis of convergence is σ = 0, where 0 ≤λ_n< + ∞ and lim (log n/λ_n) = 0. We define the Ritt order and proximate order of f(s) in σ > 0 and have obtained some relations between the growth of f(s) and the coefficients, which extend some of G. Valiron's results.2. Let (Ω, P) be a probability space. Consider a random Dirichlet series whose abscissa of convergence is σ(ω), where a_n(ω) are random variables in (Ω,P) and λ_n satisfy the same conditions...

1.Consider an analytic function (s) defined by a Dirichlet series whose axis of convergence is σ = 0, where 0 ≤λ_n< + ∞ and lim (log n/λ_n) = 0. We define the Ritt order and proximate order of f(s) in σ > 0 and have obtained some relations between the growth of f(s) and the coefficients, which extend some of G. Valiron's results.2. Let (Ω, P) be a probability space. Consider a random Dirichlet series whose abscissa of convergence is σ(ω), where a_n(ω) are random variables in (Ω,P) and λ_n satisfy the same conditions as in 1(n = 0,1,2,…). To σ(ω) we extend L. Arnold's results on the radius of a.s. convergence of random Taylor series and have solved some of his problems.In the case σ(ω) = 0 a.s. the results mentioned in 1 is applied to studying the a.s. growth of f(s, ω) in σ> 0. As a special case we find that if |a_n(ω)| are independent and have the same non-degenerate distribution function F(x) and if the radius of a.s. convergence of g(s, ω)is 1, then the a.s. growth of g(s, ω |z|<1 ean be determined by the convergence or divergence of(logx)~k dF(x) (k≥1).3. Let the probability space in 2 be such that Ω = [0, 1], is composed of all Lebesgue measurable sets E on Ω and P[E] is the Lebesgue measure of E. Let a_n(ω)= b_nε_n(ω) or b_nγ_n(ω), where {ε_n(ω)} or {γ_n(ω)}is a Rademaeher or Steinhaus sequenee and b_n are constants such that the abscissa of convergence of f(s, ω) is zero. Then, under certain conditions every point on σ = 0 is a Pieard or Borel (R) point of f(s, ω) a.S.

本文研究随机狄里克莱级数的a.s.(几乎必然)收敛性和在a.s.收敛半平面内的a.s.增长性;为此,还研究了狄里克莱级数在收敛半平面内的增长性.这里推进了Valiron G.和Arnold L.的有关结果.文中还证明了在一定条件下,两类随机狄里克莱级数a.s.以其收敛轴上每一点为其Picard点或Borel(R)点.

The main research object of the methodical series presented here is the Yang-Tze River passenger-cargo liner with twin screws. The series is also suitable for the short voyage ships in the Yang-Tze River and other inland water way vessels of similar ship form. The ranges of form parameter of this series are as follows: δ:0.52~0.64 L/B:4.6~7.0 B/T:3.6~6.0 Design charts on ship form and resistance are presented. The resistance charts are shown in the form of residual resis tance coefficient C_R ( F_n=0.2~0.32)....

The main research object of the methodical series presented here is the Yang-Tze River passenger-cargo liner with twin screws. The series is also suitable for the short voyage ships in the Yang-Tze River and other inland water way vessels of similar ship form. The ranges of form parameter of this series are as follows: δ:0.52~0.64 L/B:4.6~7.0 B/T:3.6~6.0 Design charts on ship form and resistance are presented. The resistance charts are shown in the form of residual resis tance coefficient C_R ( F_n=0.2~0.32). This paper also presents the offsets correction and the correction chart of resistance when the waterline coefficient of design ship is different from that of the series. In addition, the correction curves of resitance for varying draught conditions are given. In the resistance charts, the friction resistance is calculated by using I957 ITTC correlation line. A method is given for converting the series resistance into the one when using Prandtl-Schlichting frictional resistance coefficient formula. This series resistance is compared with that of Taylor series and other fine full-scale ships. An example given in this paper shows how to use the design charts.

长江客货船船模系列试验的主要对象是长江干线双桨客货船。对长江短途区间班轮和船型类似的内河船舶,也可参考使用。其船型参数范围如下: δ:0.52~0.64 L/B:4.6~7.0 B/T:3.6~6.0 文章给出了船型和阻力两套主要图谱。阻力图谱在F_n=0.20~0.32的范围内,以剩余阻力系数C_R形式给出。此外,还给出了当设计船舶的水线面系数和系列船型的水线面系数不同时的型值修正值和阻力修正图谱,以及变化吃水状态的阻力修正曲线。所有阻力图谱均用ITTC相关线计算摩擦阻力。文中也给出了将系列船型的阻力值转换到用柏兰特-许立汀(Prandtl-Schlichting)摩擦公式的转换方法。文章还介绍了系列船型与优良实船以及泰勒(Taylor)系列的阻力比较。最后通过一个计算实例介绍了图谱的使用方法。

Stress-intensity Factor K, value for specimens of Compact-tension was determined by photoelastic technique. The simulated cracks of specimens were made manually. The maximum shearing stress was obtained from isochromatic fringe. The experimental values K, were determined by the Taylor series correction method (TSCM) on the principle of least square. This accuracy meets the requirements of engineering problems.

对紧凑拉伸试件用光弹性实验法测定了K_1。人工制作模拟裂纹,由等差线得到最大剪应力值,根据泰勒级数修正法用最小二乘方原理确定K_1的实验值,其精度符合工程要求。

 
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