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With finite differential method, the discretization equations are derived by chosing control volume integral method to solve the unsteady one-dimensional heat conduction question with variable physical properties, and the temperature distributinn in ladle lining in preheat is computed.

应用有限差分法,选用控制容积积分法推导出离散化方程组,对一维不稳定态变物性热传导问题进行求解,计算出钢包在预热过程中包衬的温度分布。

Nevertheless, the 3D-FEM based buffeting analysis will not only lead to the solution of high degree random differential equations, but also require to deal with wind-force spectrum matrix with very high degrees.

但按三维有限元方法进行抖振分析时,不但要面临高阶随机振动微分方程的求解,而且在将连续型的抖振力风荷载离散化的过程中,还要处理阶数很高的风功率谱。

Brown method showed in this paper is the method that solves zero sum game problems based on simulation.

该文所阐述的布朗方法是一种基于仿真的求解零和博弈的解法,它通过仿真具体的博弈过程来获得博弈的解。

The system is described mathematically on the basis of mass balance, energy balance, and phase equilibrium. The model of process simulation of the AHT system is set up. The solution system of mathematical model of absorption cycles was put forward.

对吸收式热变换器的基本原理和行为特征在系统层次上进行了分析,进而根据质量平衡、能量平衡和相平衡方程对系统进行数学表述,建立了系统的过程模拟模型,并提出了AHT吸收循环数学模型的求解机制。

In order to obtain the rigorous solutions, we often use the algebraical Bethe ansatz method to solve these models.

在求解模型的过程中除了解析Bethe ansatz方法外,最常用的方法就是代数Bethe ansatz方法,这种方法可以严格地给出模型哈密顿量的本征值和相应的Bethe ansatz方程。

The design procedure corresponds to solving an inverse source problem in optics. The designed OFPEs have aperiodically surface-relief depth distributions.

设计的过程对应於在光学中进行逆向求解,所设计的光学滤波相位元件是一种非周期性揭面式的深度分布。

The heating mechanism of chromosphere from coronal soft X-ray radiation, was introduced self-consistently for first time; in numerical technique, we developed an elaborative method to resolve and track the transition region as well as chromospheric condensation.

在计算方法上,提出了增加辐射损失项循环来迭代求解动力学方程组的总体计算方法;并详细阐述了精确分辨和跟踪过渡区的网格调整方法,包括插入、消去和跟踪色球压缩区的方法,并就整个计算实现过程进行了讨论。

The main characteristics include: the quiet Sun corona has a rapid response to the flare heating, within 2 second the corona temperature increases nearly one order of magnitude, but later such increase becomes very slowly; the downward velocity at early stage of impulsive phase is too small to be negnected; chromospheric evaporation made by conduction shows some intensely, the maximum evaporated velocity may be as large as 1000 km/s; the chromospheric condensation appears just when the chromospheric evaporation takes place and its place always coincide with that of transition region in the early stage; the maximum of chromospheric condensation occurs also in the early stage of impulsive phase, at which the density in condensation may be larger two order of magnitude than that of surround and the downward velocity may be as large as 100 km/s; after the maximum of chromospheric condensation, its strongth decreases gradually but its width becomes greater with time and have a tendency to transport into deep chromosphere; the front of chromospheric condensation heats atmosphere obviously and the temperature in the chromospheric condensation is higher than the original case; the downware velocity of transition region may be greater than 100 km/s at the early stage; when the evaporated material collide at the top of loop, the densityand the presure there increase rapidly, which result in the formation of a shock wave; and so on.

在改善色球辐射损失和精确分辨过渡区的基础上,通过联立求解连续性方程、动量方程和能量方程,构造了一维磁限制性耀斑环在热沉积作用下的大气动力学模型,获得了耀斑热模型下脉冲相早期较为细致的大气演化理论图象,其主要特征是:耀斑对宁静日冕的加热相当迅速,仅2秒钟日冕温度增加即达一个量级,之后日冕温度增加缓慢;脉冲相早期日冕向下速度很小,几乎可以忽略,热传导驱动色球蒸发,其过程较为激烈,蒸发极大速度可达到1000km/s;色球压缩区与色球蒸发几乎同时形成,且在早期其位置总是与过渡区位置重合;色球压缩极大发生在脉冲相早期,其时密度可高于周围约2个量级,向下速度可超过100km/s;色球压缩极大后,其强度逐渐减弱,但宽度明显增大,且渐渐脱离过渡区往色球传播;压缩区内物质温度要高于原先的大气温度;过渡区下降在脉冲相早期相当迅速,可超过100km/s;当蒸发物质在环顶高速相碰时,环顶的密度、压力迅速增大,且温度也有所增加,导致形成激波,其波面以每秒上百公里的速度自环顶向下传播;在脉冲相前期,日冕软x辐射对色球的加热作用可以忽略;等。

Two kinds of N-node tandem open queueing network system with exponential distribution are analyzed in this paper . The generater matrixes of Markov process are given in recurrence formulate.Seperately, the solution of the system stability,the stationary combinable distribution of each node queue length and the busy time distribution is obtained by means of matrix analysis in the second mo del. Moreover we gave out the Matlab program for sloving the system stability solution .

在本文中,我们主要研究了两类服从指数分布的有限容量的N级串联排队系统模型,分别采用递推的方式给出了高维马尔可夫过程的转移矩阵,在本文模型二的假设下利用矩阵分析方法进行求解,得到了该系统的稳态解及其系统各级队长的稳态联合分布,系统忙期长度分布等其它指标,且给出了求稳态解的Matlab程序。

For the question of distribution and acceleration of ionospheric ions O+,H+ and He+ in the magnetosphere, the ions static distribution function is found by solving the dynamic equation, and the up-flowing ion static distributions with various Kp indexes are investigated. The ions distribution function during the geo-magnetic dipolarization is simulated, and the upflowing ion acceleration in the magnetotail is investigated.

针对磁层中电离层离子O+、H+和He+分布与加速问题,采用动力论方程求解了离子定态分布函数,研究了不同Kp指数条件下上行离子的定态分布;模拟了磁场偶极化过程中离子分布函数随时间的变化,研究了上行离子在磁尾的加速。

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The split between the two groups can hardly be papered over.

这两个团体间的分歧难以掩饰。

This approach not only encourages a greater number of responses, but minimizes the likelihood of stale groupthink.

这种做法不仅鼓励了更多的反应,而且减少跟风的可能性。

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