查询词典 integer solution

The company founded in 1864 by Matthias Oechsler at Ansbach in the Franconian region of Germany is today a high-tech innovator of future-oriented solution in polymer technology,from high precision technical parts up to complex subassemblies and systems,e.g.for automotive,electronics,medical and communication technology.

公司于1864年由马蒂尔斯裕克施乐先生创立于德国法兰克地区的安斯巴赫市。今天，裕克施乐公司已经成为拥有面向未来的塑料高科技解决方案的龙头企业，其中包括高精密技术元件、复杂的装配件和系统，行业跨越汽车、电子、医疗、和通信科技。

The company founded in 1864 by Matthias Oechsler at Ansbach in the Franconian region of Germany is today a high-tech innovator of future-oriented solution in polymer technology, high precision technical parts up to complex subassemblies and systems,e.g.for automotive,electronics,medical and communication technology.

公司于1864年由马蒂尔斯裕克施乐先生创立于德国法兰克地区的安斯巴赫市。今天，裕克施乐公司已经成为拥有面向未来的塑料高科技解决方案的龙头企业，其中包括高精密技术元件、复杂的装配件和系统，行业跨越汽车、电子、医疗、和通信科技。

In this paper,we consider the existence and uniquness of solution for Dirichlet problem of the Helmholtz equation on the domain with corners, i.e problemFor smooth boundary,we use potential theory to transform the problem into second kind boundary integral equation ,and use Fredholm alternative theorem,we obtain the existence and uniqueness of Dirichlet problem.

在本文中，我们考虑边界含尖点的有界区域上Helmholtz方程△u+k~2u=0的Dirichlet问题即问题与问题解的存在及唯一性。

A function was set up to deduce a second kind of Fredholm integral equation by using the basic solution of Poisson＇s equation.

将弹性扭转问题看成为泊松方程的边值问题，利用泊松方程的基本解构造了一个函数，推导出第二类Fredholm积分方程。

This paper uses Tikhonov regulation method to solve the first kind Fredholm integral equation which gets the solution of the inverse problem in time,and based on the advantage of the genetic algorithms presents a ex- ample of inverse problem.

利用Tikhonov 正则化方法解第一类Fredholm积分方程获得该逆时反问题的解，并结合遗传算法的优点给出了一种反演的例子。

The equation is a Fredholm integral equation of the first kind which is extremely unstable. The solution of this equation is the brightness temperature of target.

本文建立天线模型得到天线温度方程，它是病态的第一类Fredholm积分方程，求解目标亮度温度也即求解这个积分方程。

The second kind of Fredholm integral equation for the pile was established in terms of the fundamental solution, the compatibility conditions and the free wave field.

利用半空间饱和土的基本解和自由波场解及桩、土间变形协调条件，建立了桩土共同作用的第二类Fredholm积分方程。

Based on the fundamental solution of circular load in the interior of the layered half space, the second kind of Fredholm integral equation of the single pile in layered saturated viscoelastic soil is obtained.

为了求解该问题，首先利用层状饱和土的圆形载荷基本解，建立了时域内层状饱和土地基中单桩的积分方程。

The general Fredholm integral equation of the first kind with logarithmic kernel in 2 dimensions does not always have unique solution, especially for the unbounded problem, it depends on the asymptotic behaviour at infinity.

对二维问题，一般的带对数积分核第一类Fredholm 积分方程并不总是唯一可解的，特别是对外边值问题，解在无穷远处的形态有很大的影响。

By using the Copson method, one of these equations is transformed into a Fredholm integral equation of the second kind to obtain the solution. Furthermore, the intensity factors, the total energy release rate and the mechanical strain energy release rate are obtained and compared with the classical results without considering the electric field gradient effects.

采用了Copson方法，将其中一组对偶积分方程转化为第二类Fredholm 积分方程来进行数值求解，得到了裂纹尖端的强度因子、总能量释放率和机械应变能释放率，并与经典理论中的结果进行了比较。

But this is impossible, as long as it is engaging in a market economy, there are risks in any operation.

但是，这是不可能的，只要是搞市场经济，是有风险的任何行动。

We're on the same wavelength.

我们是同道中人。