1)  trial function
试函数
1.
Using the concept of the of weighted residual method and choosing the fifth B-spline as a trial function to meet the needs of boundary conditions,the mechanical problem of large deflection of a rectangular thin plate is discussed.
采用加权残值法探讨大挠度力学问题时,用5次B样条作为未知函数的试函数,使其直接满足边界条件,这种方法与传统的有限元法相比,具有未知量少,自由度少,连续性强,边界条件容易满足等优点。
2.
Using the concept of the method of weighted residuals and choosing the fifth B spline as a trial function to meet the needs of boundary conditions.
采用加权残值法的概念 ,用五次 B样条作为未知函数的试函数 ,使其直接满足边界条件 。
3.
The approach used in the paper is to apply the cocept of method of weighted residuals,choose the fifth B splines as trial function,and use the least square collection method to establish residual equations so that the unknown quantity can be obtained by removing residuals.
运用加权残值法的概念 ,取五次 B样条作为未知函数的试函数 ,采用最小二乘配点法 ,在配点上建立残值方程 ,通过消除残值最终求得基本未知量 。
2)  trial function
试探函数
1.
A new algorithm to optimize trial function for quantum Monte Carlo calcuiations has been outlined Sample calculations show that this algorithm has both smaller statistical errors and improved expectation values, campared to commonly used function.
使用“动态构型”优化试探函数的方法来优化量子ＭｏｎｔｅＣａｒｌｏ计算方法中的试探函数，几个例子的计算说明：这个算法优化过的试探函数与一般试探函数相比，具有统计误差小和能量期望值准确的特
2.
The proof is based on the uniqueness theorem in electrostatics,making use of two trial functions Φ 1 and Φ 2 for the potentials in dielectrics.
本文根据静电场的唯一性定理，运用两介质区内的电势分布试探函数Φ１和Φ２，证明两均匀介质中位于无限大分界平面两侧的电荷之间的相互作用力服从牛顿第三定
3.
Anovel trial function has been employed in the calculation.
８％的相关能，计算中使用了一种新的试探函数，它满足电子与电子，电子与核的奇点条
3)  trial function
trial function
4)  trial function
试函
1.
Based on the equation of total potential energy for bending of thin plates , a governing differential equation for se-lecteng trial function of bending of thin plates is derived by using variational method accorrding to the minimum potential energy principie.
本文从薄板弯曲的能量方程着手,用变分法推导出选择薄板弯曲问题试函数的控制微分方程。
5)  analytical trial function
解析试函数
1.
An analytical trial function method (ATF) was developed based on the quadrilateral area coordinate system (QAC-II) for plane elements (ACATF).
在四边形面积坐标QAC-II的基础上,建立了弹性力学平面问题的面积坐标解析试函数方法。
2.
Based on the analytical trial functions,two 5-node membrane elements named ATFM5-I and ATFM5-II were proposed.
文章以解析试函数法作为工具,以弱式分片试验作为单元收敛判别标准,构造了两个五节点平面单元ATFM5-I和ATFM5-II。
3.
Based on the analytical trial functions,a 4-node 8 degrees-of-freedom generalized conforming plane element with internal parameters is developed in this paper.
利用解析试函数法构造一个内参型四结点八自由度广义协调膜元。
6)  trial function method
试探函数法
1.
Based on the homogeneous balance method and trial function method,two trial func- tion methods of exponential functions are presented.
在齐次平衡法、试探函数法的基础上,给出指数函数所组成的两种试探函数法,并借助符号计算系统Mathematica构造了Hybrid-Lattice系统、mKdV差分微分方程、Ablowitz-Ladik-Lattice系统等非线性离散系统的新的精确孤波解。
2.
Based on the trial function method,a new trial function method combined with exponential functions is presented and applied to the nonlinear discrete system.
本文在试探函数法的基础上,给出由指数函数所组成的试探函数法,将其应用于非线性离散系统,借助符号计算系统Mathematica构造了Hybrid-Lattice系统的新的精确孤波解。
3.
The paper concerns with Fisher equation,and the authors construct some new exact solutions by using the trial function method.
利用试探函数法构造了n维Fisher方程的几个新的精确解,并运用常微分方程定性理论讨论了行波解的稳定性。
参考词条
补充资料：监试呈诸试官
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【出处】：
苏轼诗集 卷三
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