1.
Any order approximate series solution of the state equation for general affine nonlinear systems
广义仿射非线性系统状态方程的任意阶近似级数解
2.
ANY ORDER APPROXIMATE ANALYTICAL SOLUTIONS OF ACCELERATOR NONLINEAR DYNAMIC SYSTEM EQUATIONS
加速器非线性动力系统方程任意阶近似解析解
3.
Research on Approximate Solution for Nonlinear Multi-variables Harmonic Control System
非线性协调控制系统状态方程任意阶近似解
4.
An Approximate Analytical Solution to the Family of Time Fractional Klein-Gordon Equations
时间分数阶Klein-Gordon型方程的解析近似解
5.
Numerical Solution and Analytic Solution for two Classes Fractional Differential Equation;
两类分数阶微分方程的近似解析解与数值解
6.
Approximate Solution for the Fractional-order Bagley-Torvik Equation
分数阶Bagley-Torvik方程的近似解
7.
Effect on vibrational levels of H_2~+ by its approximate analytic wave function for the ground state
H_2~+基态近似解析波函数对振动能级影响的研究
8.
Solution of the level of approximation analytic formula and the solution of power series for hydrogen-like atoms in condition of Debye potential
德拜势中类氢原子能级近似解析式与幂级数求解
9.
Analysis of Transmission Characteristics for Guide and Groove-guide with Arbitrary Cross-section by an Integrated Equivalent Circuit Method with Step Approximation;
任意截面波导和槽波导传输特性的综合阶梯近似等效电路法分析
10.
The Improvement of Richardson's Three Order Approximate Analytical Solution of Halo Orbit
Halo轨道Richardson三阶近似解析解的改进
11.
Extended tanh-function method for solving the arbitrary dimensional Newell-Whitehead equation;
任意维Newell-Whitehead方程的扩展双曲函数级数解
12.
discontinuous approximation
对不连续函数的近似解
13.
Asymptotic Behaviors of Solutions to a Evolution p-Laplacian Equation in Arbitrary Dimensions
一类任意维数的p-Laplacian发展方程解的渐近性质
14.
The general solution of (5.122) is an arbitrary linear combination of a series of even powers and a series of odd powers.
（5．122）的通解是一个偶次幂级数和一个奇次幂级数的任意线性组合。
15.
We proceed to expanding the exact evolving state for the system in terms of the eigenstates of the instantaneous Hamiltonian obtaining the corrections tO an arbitrary order in the adiabatic approximation.
将此系统精确的演化态按哈密顿量的瞬时本征态展开，可以得到绝热近似的任意阶修正。
16.
A Study on Ornstein-Zernike Equation Theory for Electrolytes Based on First-Order Mean Spherical Approximation;
基于电解质的OZ积分方程一阶平均球近似求解
17.
For any approximation to be valid it must provide a result that is in some sense close to the solution of the original problem.
任何有效的近似式必须在某种意义上提供一个接近于原问题解的结果。
18.
Deducing the Approximate Formula of Arch Field Area by Making Use of Taylor Series
利用Taylor级数计算弓形面积的近似公式