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1)  Taylor expansion
泰勒展开法
1.
Several enconomical methods in difference computation,which include the method of Taylor expansion, the splitting method, the method of compensated computation in deducted region, the method of self-controled time step, are discussed on the basis of difference scheme of explicit and complete square conservation.
其中包括:泰勒展开法、原始分解算法、区域“扣除──补偿”法以及自动调节步长法。
2.
Based on traditional three-order recursive Taylor expansion and four-order Range-Kuttle method,another effective method four-order Taylor expansion was proposed.
姿态算法是捷联惯导系统的关键部分之一在对传统三阶泰勒展开法和四阶龙格-库塔法分析的基础上,提出了另一种更有效的四阶泰勒展开法,并在典型圆锥运动环境下,对3种算法进行了姿态角误差仿真分析,从运算精度与速度上考虑,得出四阶泰勒展开法比三阶泰勒展开法和四阶龙格-库塔法都更具优势,为姿态算法的研究提供了参考。
2)  Taylor series expansion method
泰勒级数展开法
1.
Taylor series expansion method for TM mode of polymer waveguide M-Z modulator;
聚合物波导M-Z调制器TM模的泰勒级数展开法研究
2.
A further study was made on the deficiency of Taylor series expansion method taking Probability Integral Method as an example.
以概率积分法为例对泰勒级数展开法的不足进行了深入研究。
3)  method of Taylor expansion
泰勒式展开法
1.
After using of some important limits in Advanced Mathematics,we may choose one of the methods in computation,such as method of improvisation and method of replacement with equivalent infinitesimal and method of Taylor expansion,to g.
当该条件不满足时,洛必塔法则不能直接使用,可借助高等数学中的重要极限,选择凑构法、等价无穷小替换法及泰勒式展开法等来计算,从而巧妙地得到问题的解。
4)  Taylor-Expansion Moment Method
泰勒展开矩方法
5)  four-order Taylor expansion
四阶泰勒展开法
1.
The calculation of attitude matrix\'s quaternion differential eguations adopt four-order Range-Kuttle method commonly in strapdown inertial navigation system(SINS),Considered precision and speed,another effective method-four-order Taylor expansion is presented.
在捷联惯导系统中,姿态矩阵的四元素微分方程求解一般采用四阶龙格-库塔法,从运算精度与速度上考虑,提出了另一种有效的四阶泰勒展开法
6)  taylor expansion
泰勒展开
1.
In order to determine the initial stress of pneumatic membrane structures in form-finding analysis in the condition that the internal pressure is given,the Taylor Expansion of a multivariable function is used to establish the volume differential equation.
为确定充气膜结构找形分析时,在内压已知情况下膜面张力的大小,根据多元函数泰勒展开公式推导了该类结构充气膨胀的体积微分方程,并由基于U。
2.
Using the rational Supposition for Taylor expansion of locating equation,the authors build up the error analysis model of cross locating algorithm for radar direction finding on the basis of analysis for factors influencing locating accuracy,and prove that the minimum mean square deviation estimation of space position of locating algorithm is unbiased.
利用双基地平面关系将空间三维问题降为平面二维处理;在分析影响定位精度因素前提下,采用合理的假定对定位方程泰勒展开,建立测向交叉定位算法的误差分析模型,并证明了测向交叉定位算法的空间位置最小均方差估计是无偏估计,通过仿真算例,可以看出建立的误差模型符合实际情况。
3.
In this paper the Taylor expansion is taken as a theoretical basis,high-order continuity of moving least-square method is further inherited,and Shepard interpolation is adopted to obtain the mobility from local r.
针对目前以移动最小二乘技术构造的无单元形函数需要大量的求逆运算,且在边界处无过点插值性质而给计算带来了困难的问题,以泰勒展开理论为基础,继承最小移动二乘法的高阶连续性,用Shepard插值实现"移动最小二乘法的由局部到整体区域的移动性"及"有限元法形函数过点插值性",旨在使无单元伽辽金法的形函数在满足高阶连续性的同时具有过点插值的性质,并避免了现有无单元伽辽金法形函数求解繁琐的缺点。
补充资料:上行展开法
分子式:
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性质:在平面色谱中,溶剂沿纸或薄层板的下端不断地向上移动的展开过程。是最常用的展开法。

说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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