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boundary point相关的网络例句

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Based on Pontryagin maximum principle,the lunar soft landing problem is transformed into a two-point boundary value problem in mathematics.

首先,从庞德里亚金极大值原理出发,将有限推力作用下月球软着陆问题转化为数学上的两点边值问题;在考虑边界条件及横截条件的前提下,将该两点边值问题转化为针对共轭变量初值和末时刻的优化问题;然后应用非线性规划方法求解所形成的参数优化问题。

Firstly the dimensionless planar motion model of SGKW was established;then the optimal control problem of shortest time coplanar hit orbit was transformed into two-point boundary value problem by means of Pontryagin maximum principle .

首先建立了SGKW的无量纲化平面运动模型,然后利用庞特里亚金极大值原理将时间最短共面打击轨道的最优控制问题转化为两点边值问题。

This OCVC problem was converted to a typical two-point boundary-value problem according to Pontryagin maximum value principle, and this TPBVP was a first order optimality condition which could be solved by Radau collocation method.

根据Pontryagin极大值原理建立该协调电压控制问题的1阶最优性条件,该条件是一个典型的两点边值问题。在此基础上采用拉道排列法求解这个两点边值问题。

According to the requirement of a minimum-fuel-consumption, a method of coplanar hit orbit optimization design for SGKW was studied. The dimensionless planar motion model of SGKW was founded, and the optimal control problem of minimum-fuel-consumption coplanar hit orbit was derived into two-point-boundary-value problem according to Pontryagin maximum principle.

针对燃料最省要求,研究了SGKW共面打击轨道优化设计方法,建立了SGKW的无量纲化平面运动模型,利用庞特里亚金极大值原理将燃料最省共面打击轨道的最优控制问题转化为两点边值问题。

Singular boundary value problem; Fixed-point theorem; Cone; Positive solution

基础科学,数学,数学分析奇异边值问题;不动点定理;锥;正解

three-point boundary value problem,positive solution,cone

本文主要讨论四阶三点边值向题{U"'"'一f',"('"+g',"('",'eo,'',Lu(0=au,u=0,aull一月u,,,(0)=0,7ull(1)+叙邢(1)~0,其中。0,在了,g同超线性,或一超线

Considering the characteristics of high Reynolds number viscous flows, a normal directional advancing layer method is adopted to generate points and combine anisotropic clouds of points in the boundary region, and a quadrantal point mulling strategy is employed to construct isotropic clouds of points in the residual flow region automatically.

针对高雷诺数粘性流动的特点,在附面层内的粘性影响区域采用法向层次推进布点的方法形成离散点云,在附面层外的计算区域内实行填充式布点的方法形成离散点云。

Then, the paper used structural equation model and factor analysis to test the hypothesis and compare the relative modleFor the results in the study, first of all, papers have collated the theories relative to psychological boundary from three point of view, they were personality theory, social cognitive theory, self-category theory, social representation theory and system theory.

在研究成果方面,首先,论文在已有研究的基础之上,从三个方面整理出于心理边界相关的基础理论,它们分别是人格理论、社会认知理论、自我分类理论、社会表征理论和系统理论。

Secondly, based on the different structure characteristics and additional conditions, we study several kinds of inverse problems of pseudoparabolic equations. One is a kind of pseudoparabolic inverse problem of identifying a constant coefficient solved by combining the formal solution of the problem and the additional condition properly. The second is the pseudoparabolic inverse problems of identifying an unknown boundary function and an unknown source term solved by using the Riemann function method to get the formal solution of the problem and then using the additional condition to transform the problem into a Volterra integral equation of the second kind. The third is a kind of backward heat flow problem of nonlinear pseudoparabolic equation solved by combining the Riemann function method and the fixed point theory properly.

其次,根据不同模型的结构特点和附加条件,研究了几类伪抛物型方程的反问题:一是利用问题的形式解并结合附加条件,解决了一类伪抛物型方程常数系数的反问题;二是利用Riemann函数方法获得问题的形式解,利用附加条件将问题转化成求解第二类Volterra积分方程问题,解决了一类伪抛物型方程未知边界值的反问题和未知源项的反问题;三是将Riemann函数方法和不动点定理相结合,解决了一类非线性伪抛物型方程的后向热流问题。

The detail procedure is that induct the control parameter δ and η to get specific 3D scattered points sub sets under in some conditions,then evaluate each scattered points sub set to extract the control points,and build up the boundary which is formed by the control point.

具体的过程,是通过引入控制参数δ和η,将满足相应条件的3D散乱点划分到相应的子集合中,然后对各个散乱点子集合进行判断,提取其各个子集上的控制点,构造各个子集的控制点构成的边界。

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