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1)  point source iteration
点源迭加
1.
The instantaneous point source in the solid proliferation solution was obtained with the method transforms with Fourier, also obtains the instant line source and the instant plane source diffusion equation with the point source iteration method in the solid proliferation solution.
但扩散方程作为一个三元二阶的偏微分方程,直接求解较为困难,用傅立叶变换的方法求得瞬时点源在固体中的扩散解,并用点源迭加的方法求得瞬时线源和瞬时面源在固体中的扩散解,整个求解过程方法简单,步骤清晰。
2)  delays stacking source
延迟迭加震源
3)  pseudo source adding method
伪光源迭加法
1.
Based on the internal emission of the medium,the pseudo source adding method is applied to investigate the apparent spectral emission of a semi transparant medium layer with a semi transparent specular surface and an opaque diffuse substrate.
:对具有镜反射半透明表面和漫射不透明基底面的平板状半透明介质层,从介质的内部辐射出发,采用伪光源迭加法进行表观光谱发射特性的研究。
2.
According to the internal thermal emission of the medium,a new method,pseudo source adding method,is presented to analyze the apparent emissivities of semi\|transparent medium layers.
从介质的内部 辐 射传 递出 发, 提出 一种 计 算半 透明 介 质层 表观 光谱 发 射特 性 的新 方 法———伪光源迭加法 。
3.
The apparent spectral emission of a semi transparent medium layer with a sine shaped surface was analyzed by the pseudo source adding method.
通过离散基底面并结合光线跟踪法,将伪光源迭加法应用于一侧为镜反射半透明正弦曲面、另一侧为漫射不透明基底面的半透明介质层表观光谱发射问题。
4)  multi-point sources superposition
多点源叠加
5)  point source stacking
点源叠加法
6)  superposition [英][,sju:pəpə'ziʃən]  [美][,sjupəpə'zɪʃən]
迭加
1.
In this paper, the way of linearity superposition of controlled source as exeitation source is analysised, and the establishing of sparaity matrix is studied by example,furthermore computer network assistant anslysising is researched simply.
叙述了受控源单独作为激励进行线性迭加的分析方法 ,并通过实例简单介绍了稀疏矩阵的建立 ,为计算机辅助网络分析作了初
2.
In this paper,we describe the state equation substitution—superposition method in linear circuit.
介绍了线性电路状态方程的补偿—迭加法。
3.
The performance of an ATM multiplexer is studied,the superposition of its multiply input ON-OFF sources is modeled by a poisson process with group arrivals.
研究了ATM网络的特性,并用批到达泊松过程去近似描述该网络的多个输入ON-OFF源的迭加过程,获得了排队系统Mr/G/1的解。
补充资料:层层迭迭
1.见"层层迭迭"。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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