So we present a new approach for the explicit expression of components' dependency in the after-treatment way.
因此我们可以通过后处理的方式，把组件依赖关系显式表达出来。
The explicit expression of the sensitivity matrix is derived to enhance the efficiency of the inverse approach.
同时导出了灵敏度矩阵的显式表达，以提高反分析的效率。
The explicit expression of the output signal-to-noise ratio of the system was obtained based on linear system theory .
基于线性系统理论，得到了系统输出信噪比的表达式。
With the LU decomposition of the block tridiagonal matrix, an explicit expression of the block inverse elements is obtained.
由块三对角矩阵的LU分解，得到了其逆矩阵块元素的显式表达式。
An explicit expression of stiffness matrix for a 3-dimensional beam made of elastic-plastic material is derived in the paper.
本文推导了材料为理想弹塑性的空间梁单元弹塑性刚度矩阵的显式形式。
The explicit expression for the angular relation between the direction of photoelectron and decay radiation is calculated in detail.
详细计算了光电子与衰变光子辐射方向之间的角度关系的显式表示。
An explicit expression was derived for the variation of crack size with stress. A micro-mechanical damage constitutive equation was then given.
给出了微裂纹特征尺寸随应力变化的显式表达式，并由此得到了含微裂纹的准脆性材料损伤本构关系。
From the point view of applications, the matrix element of the involved linear system of equations is an explicit expression without numerical integration.
从应用角度看就是最终线性方程组每一元素均为显式表达，没有数值积分。
The invariants of double algebra's form has simple and explicit expression which can be computed directly by coordinates of image points and fundamental matrix.
用双代数形式表示的不变量具有简洁、具体的表达式，可以由图像点坐标和基础矩阵直接求出。
In this paper, we deduced the explicit expression of the absolute ruin probability for classical risk model by using of the Markov property and strong Markov property of PDMP.
根据逐段决定马尔可夫过程具有马氏性和强马氏性，本文推导出了在古典风险模型下绝对破产概率的一个明确表达式。
The paper considers a risk model with negative risk sum perturbed by diffusion. The integro-differential equation and the explicit expression for the ruin probability are derived.
引进带干扰负风险和模型。给出该模型的破产概率所满足的积分-微分方程及解析式。
By analyzing the domain for component producing, this paper introduces a special domain component, and presents a new approach for the explicit expression of components' dependency.
通过对构件生产的领域分析，提取了一个特殊的依赖表达构件，进而给出了一种新的构件依赖关系的显式表达方法。
Using an approximate analytical method, the explicit expression of stress concentration factors is derived for an eccentric circular hole in a tension orthotropic finite-width strip.
用近似解析方法推导出拉伸正交各向异性有限宽板偏心圆孔的应力集中系数的显式表达式，除了比较极端的情况外，该式的精度较好。
Using an approximate analytical method, the explicit expression of stress concentration factors is derived for an eccentric circular hole in a tension orthotropic finite-width strip.
用近似解析方法推导出拉伸正交各向异性有限宽板偏心圆孔的应力集中系数的显式表达式，除了比较极端的情况外，该式的精度较好。
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