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order expansion
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  秩序扩展
     The human civilization is founded on the basis of “extended order of human cooperation”, and the market order came from the order expansion, it has an inconceivable creativity.
     人类文明是建立在“人类合作的扩展秩序”的基础上的,这一自生自发的秩序是人之活动的结果而非人之设计的结果。 市场秩序是这一秩序扩展过程中慢慢才发展出来的,然而它所具有的创造力是人们无法想象的,现在世界上存在的人口规模和结构都要归功于它。
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     Furthermore, the sound interaction of market order expansion, growth of specialized exchange organizations and industrial development enables Yiwu to have its unique industrialized and urbanized path.
     尔后 ,市场秩序扩展、专业化交换组织成长与产业集聚发展的良性互动 ,形成了义乌独特的工业化、城市化路径。
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  “order expansion”译为未确定词的双语例句
     Order Expansion Algorithm based on the Earthquake Body Tracing
     基于地震体追踪的有序扩展算法
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     the existence of optimal solution set W(u) of the U—Lagrangian and the characterization of the associated smooth trajectary x + u + W(u) tangential to U, so that the second order expansion of f can be develped.
     +u(?) W(u)的刻画,进而得出f在其上的二阶展开,
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     The Moment Estimates Order Promotion of the Financial Asset Returns ″Fat Tail″ Distribution Shape Parameter Based on Second Order Expansion Form
     基于二阶扩展形式的金融资产回报“厚尾”分布形状参数矩估计阶的推广
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     UV decomposition theory is an efficient method dealing with the second order expansion of nonsmooth functions. It is obtained via the U Lagrangian that a function f has second order expansions along smooth trajectories.
     UV 分解理论是处理非光滑函数的二阶展开的有效方法 ,它借助于U 拉格朗日函数 ,得到函数在一个光滑轨道上的二阶展开式 .
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     Characteristics of picosecond pulses generated from synchronously pumped dye laser system——The third order expansion of gain of mode-locked equation and its solution
     同步泵浦染料激光器系统所产生的微微秒脉冲的特性——三阶增益展开的锁模方程及其解
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  相似匹配句对
     ON EXPANSION OF N-ORDER DETERMINANT
     N阶行列式扩展的代数余子式的展开
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     On Order
     秩序微言
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     Order
     订单
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     Powerful Government and Expansion of the Order for Division and Exchange
     强政府与分工、交易秩序的扩展
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     On the Earth expansion
     地球膨胀说提出、发展及其主要事实依据
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  order expansion
One more significant difference between the two models is in the first-order expansion of the average field.
      
The dynamic critical index related to the cross section of scattering on fluctuation modes is calculated in the vicinity of the same point for the second-order expansion in ∈.
      
Second-order expansion for the expected regret risk in classification of one-parametric distributions
      
The properties of combined multiplier and penalty function methods are investigated using a second-order expansion and results known for the Riccati equation.
      
We also give explicit solutions for thermodynamic length along isotherms in the case of first, second and third order expansion
      
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The three-dimensional unsteady second-order non-homogeneous differential equation has been derived by superposition of a small disturbance on a given steady three-dimensional flow. Based on the assumption of high Mach numbers this second-order equation for unsteady flow reduces to a form analogous to that for steady flow. This makes it possible to solve the equation by methods used in the second-order theory for steady flows. In the course of solution the flows are constrained and corrected according to the...

The three-dimensional unsteady second-order non-homogeneous differential equation has been derived by superposition of a small disturbance on a given steady three-dimensional flow. Based on the assumption of high Mach numbers this second-order equation for unsteady flow reduces to a form analogous to that for steady flow. This makes it possible to solve the equation by methods used in the second-order theory for steady flows. In the course of solution the flows are constrained and corrected according to the PLK method, and singularities are thus eliminated. The crucial point in this procedure is to find the correct particular solutions. Two particular solutions are used. One is the approximate three-dimensional particular solution. The other is obtained under the assumption of local two-dimensionality. In addition, the uniform particular solution is given, from which the uniform second-order solutions may be obtained. Then, we have treated the unsteady problem for delta wings with low aspect ratio and supersonic leading edges. The Mach number range for application of the present theory is from supersonic to low hypersonic values with reduced frequencies up to near unity. The theoretical results derived in this work can be used to calculate the unsteady aerodynamic characteristics of wings having arbitrary airfoil sections.As experimental information for similar conditions is not yet available, we can only compare our results with those of Liu D. D. . For this reason, only the derivation for a flat delta wing oscillating at low frequencies has been carried out and an analytical expression is obtained for the first order expansion of the unsteady velocity potential. In the range of Mach numbers 4 to 8, our results are in agreement with those of Lui D. D. .It is also shown that under conditions of three-dimensional thin wings the second-order theory is valid up to Mδ=1.0, while according to application of the second-order theory to bodies of revolution by Van Dyke, the useful upper limit of M5 is only 0.7. Hence, with Mδ=0.7-1 .0, the principal non-linear effects can be calculated by our second-order theory, while for thin wings the third-order terms connected with heat transfer and entropy change can be ignored.

本文处理了超音速三元薄翼非定常问题,通过PLK法使二次解均匀有效。首先考虑零攻角或初始攻角时,已知基本定常绕流叠加高-量级的非定常小扰动流,把它线性化。本方法从健全的基本方程出发,使用高马赫数近似,将非定常二次方程化简,其形式与定常二次方程类似,因而有可能利用定常二次理论的方法求解。特解是求解的关键。鉴于精确特解的复杂性,本报告采用了一种近似特解。 本方法适于一般超音速和完全高超音速之间的马赫数区域(约3~8),折合频率可达至1左右。可较精确地估计厚度,初始攻角对非定常气动力,力矩的影响。 目前据我们所知,还没有有关实验数据,只能和一些理论结果进行比较。为此对低频有初始攻角的超音速前缘平板三角翼进行了计算,在马赫数3~8,与D.D.Liu~[6]比较吻合。计算结果表明,三元薄翼二次理论可用到高超音速相似参数Mδ=1.0。

In this paper taking high order expansion proposed from the reference[7], the GGP (general geometric programming) is transformed to solve sequential quadratic programming in the log-log space, which is called as GGP-LOG-SQP algorithm of the GGP. A program of the algorithm is incooprated in micro-computer Cromem-co and is used to solve GGP problems in the structural optimzation. The examples given in the third part of the paper show that the algorithm is quite efficient.

本文采用函数单项高阶展式,将广义几何规划原问题在log-log意义下化为序列二次规划求解,得到广义几何规划的GGP-LOG-SQP算法,在Cromemco微型机上予以实现,并用此求解了一些结构优化中的广义几何规划问题,文中给出了一些算例。

In this paper, we present the third order expansion of gain of mode-locked equation, and solved the equation with Lagrange multiplier method. The results provide) simple analytic expressions for the pulsewidth, pulse intensity and delay (which is the advance of the pump pulse relative to the dye pulse) in synchronously pumped dye laser. They can explain satisfactorily some experimental results[4].

本文提出了三阶增益展开锁模方程,并用Lagrange乘子法求解该方程,得到了同步泵浦染料激光脉冲的宽度、强度和延时(它是泵浦脉冲相对染料脉冲的提前量)的简单解析表达式,能够圆满解释目前已发表的某些实验事实。

 
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