1、

In mathematical analysis, an integral transform useful in solving certain types of partial differential equations.

数学分析中的一种积分变换,可用来解决特定类型的偏微分方程式.

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2、

Dynamical Equations for the Scale Factor, a-Including Ordinary Matter, Dark Matter, and Dark Energy.

尺度因子的动态方程式, 包括,普通物质, 暗物质, 暗能量.

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3、

Show your geeky side with these hand-written scientific equations on blue and white graph paper.

在蓝白底的包装纸上用这些手写的科学登时来表明你是个计算机专家。

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4、

Stability and domain of attraction for a class of integral equations

一类积分方程的稳定性与吸引域

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5、

Differential equations with a small parameter e multiplying the highest order derivative terms are said to be singularly perturbed and normally boundary layers occur in their solutions.

最高阶导数项含有小参数ε的微分方程称为奇异摄动问题,其解存在指数边界层或内部层。

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6、

Then we mainly study the WR method for solving differential-algebraic equations ( DAEs) at the continuous-time case and discrete-time case.

然后我们主要研究解线性微分代数方程的波形松弛方法,包括连续时间情形和离散时间情形的波形松弛方法。

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7、

Apply Lagrange equation of the first kind to the system, and get a set of the differential-algebraic equations ( DAEs) of its absolute coordinates.

对系统应用第一类拉格朗日方程,得到系统位形坐标的微分&代数方程组。

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8、

The behavior of multi-port-component ( functional component) is described with DAEs ( differential and algebraic equations), coded by analogy hardware description language.

该方法采用常微分和代数方程描述组件的行为,混合信号硬件描述语言作为组件及其网络的建模语言。

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9、

Then by proceeding from the calculated points, the continuation method is again used in solving the algebraic equations that describe the local bifurcations in the DAEs model to directly trace 2-dimensional parameter local bifurcation boundary.

然后,从计算所得的单个参数分岔点出发,继续应用延拓法来求解描述该模型中的局部分岔的代数方程,以便直接追踪二维参数的分岔边界。

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11、

Methods Two Hodgkin-Huxley equations are used to simulate the potential of SA node and AV node, and to describe the regular pattern of cardiac rhythm.

方法利用两个Hodgkin-Huxley方程分别模拟窦房结和房室结的电位,综合描述心脏节律的规律。

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12、

Equations are generally represented by an equals sign with two bars.

等式通常用一个带有两条横线的等号来表示。

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