nonlinear computation的例句大全

The stability of the nonlinear computation is important to the numerical mathematics and the computing physics.

非线性计算稳定性是计算数学、计算物理等学科中的一个重要问题.

In this paper we consider second order nonlinear terms, set up more precise dynamic system's model and derive the computation formula of terminal perturbation deviation by state variation.

本文考虑到二阶非线性项，建立起更加精密的系统模型，推导出利用状态变分计算终端干扰偏差的公式。

This circuit has been simulated based on 2 μ m p well CMOS process parameters. The results show that under ± 5V supply voltages and over ± 4V input range, the nonlinear error is less than 2.8 ‰ and computation error is less than 3.3 ‰.

基于2μmP阱CMOS工艺参数的模拟结果显示，当电源电压为±5V，在±4V的输入范围内，其非线性误差小于2.8‰，运算误差小于3.3‰。

In this paper, with the Louts criterion for Hopf bifurcation, the Hopf bifurcation point of the nonlinear systems and the corresponding frequency at this point can be obtained directly, which overcomes the drawback of the traditional method involving much computation for systems' Jacobian matrix.

通过引入Hopf分岔的劳斯判据，可直接求得非线性系统的Hopf分岔点以及系统振荡的频率，克服了以往方法因计算系统Jacobian矩阵的计算量大的缺点。

With a view to the computation of design flood with instantaneous unit hydrograph, the applied condition of confluent parameter m_1 for nonlinear revision and the selection of critical rainfall intensity parameter in the revision formula are researched.

针对瞬时单位线计算设计洪水过程中，对单位线汇流参数m1进行非线性改进的运用条件和改进公式中采用的临界雨强等参数的取值等进行探讨。

The computation of deformation or energy must be based on the nonlinear time-history analysis of structure.

变形或能量的计算必须以结构的弹塑性性能分析为基础。

Based on symbolic computation, this dissertation investigates the theory with applicationof the soliton and integrable systems of nonlinear mathematical physics.

本文基于符号计算，研究了非线性数学物理中的孤子与可积系统理论。

Exact Solitary Wave Solutions for Nonlinear Wave Equations Using Symbolic Computation

非线性波方程准确孤立波解的符号计算

Exact Solution for a Nonlinear Dispersive Dissipative System Using Symbolic Computation

一个非线性耗散色散系统精确解的符号计算

Symbolic Computation on the Soliton Solutions of Some Nonlinear Models

基于计算机符号计算的非线性模型孤子解研究

In recent years, the development of symbolic computation accelerates the research of nonlinear evolution equation greatly.

近年来，符号计算的蓬勃发展，极大地推动了非线性演化方程的研究。

By means of symbolic computation, solving the nonlinear partial differential equation becomes comparatively easy.

借助于计算机符号计算，求解非线性偏微分方程就变的相对简单。

The nonlinear algebraic equations for the second order approximate solution were solved by using symbolic computation software.

由二阶谐波平衡法得到的非线性代数方程组很容易用符号运算软件求出。

As a new research area of artificial intelligence, symbolic computation has been one of the most effective tools on the study of nonlinear systems.

作为人工智能新的研究领域，符号计算已经成为非线性系统研究的有效工具之一。

By using PWL method an optimal model set of nonlinear system multiple model adaptive control algorithm is given, which reduces the heavy computation burden in multiple model adaptive control.

给出了非线性系统多模型自适应控制算法的优化模型集建立方法，解决了多模型自适应控制模型多、计算量大的问题。

For the semilinear differential equations with nonlinear term f ( u), this paper introduces a simplified finite element method, called as interpolated coefficient finite element method, which requests that/(?/,) is replaced by interpolation Ihf ( uh) in numerical computation.

本文针对半线性微分方程中含有的非线性项f（u），在有限元计算中将插值I hf（u h）代替f（u h），从而得到一种简化的有限元法-插值系数有限元法。

A model predictive control direct algorithm, which is based on state space for nonlinear system with the unknown parameters and terminal constraint, is presented in this paper. The method avoids computing inverse matrixes, and the computation is reduced.

针对参数未知、具有终端约束的非线性系统，提出了一种新的模型预测控制直接算法，该方法避免了求解逆矩阵，减小了计算量。

The computation of cars running on monocable circulating ropeway is a problem of dyn amic ana-lysis for geometrically nonlinear continuous systems.

单线循环式索道车斗运行过程的模拟计算，是个几何非线性连续系统的动力分析问题。